{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "9c5d7f59",
   "metadata": {},
   "outputs": [],
   "source": [
    "import numpy as np\n",
    "from scipy.spatial import distance_matrix\n",
    "from gurobipy import *\n",
    "from scipy.spatial import ConvexHull\n",
    "from shapely.geometry import Polygon, Point\n",
    "from numpy import random\n",
    "\n",
    "import pandas as pd\n",
    "import geopandas as gpd\n",
    "from shapely.geometry import Point, Polygon, LineString\n",
    "import matplotlib.pyplot as plt\n",
    "import matplotlib\n",
    "import warnings\n",
    "warnings.filterwarnings('ignore')\n",
    "def mclp(points,K,radius,M):\n",
    "    print('----- Configurations -----')\n",
    "    print('  Number of points %g' % points.shape[0])\n",
    "    print('  K %g' % K)\n",
    "    print('  Radius %g' % radius)\n",
    "    import time\n",
    "    start = time.time()\n",
    "    sites = M\n",
    "    #J -> sites의 개수\n",
    "    J = sites.shape[0]\n",
    "    #I -> points의 개수\n",
    "    I = points.shape[0]\n",
    "    #D -> sites와 points의 거리 모두 구하기\n",
    "    D = distance_matrix(points,sites)\n",
    "    mask1 = D<=radius\n",
    "    D[mask1]=1\n",
    "    D[~mask1]=0\n",
    "    # Build model\n",
    "    m = Model()\n",
    "    # Add variables\n",
    "    x = {}\n",
    "    y = {}\n",
    "    # 범위: 0 or 1\n",
    "    for i in range(I):\n",
    "      y[i] = m.addVar(vtype=GRB.BINARY, name=\"y%d\" % i)\n",
    "    for j in range(J):\n",
    "      x[j] = m.addVar(vtype=GRB.BINARY, name=\"x%d\" % j)\n",
    "\n",
    "    m.update()\n",
    "    # Add constraints -> sites가 K개가 되도록\n",
    "    m.addConstr(quicksum(x[j] for j in range(J)) == K)\n",
    "\n",
    "    \n",
    "    for i in range(I):\n",
    "        m.addConstr(quicksum(x[j] for j in np.where(D[i]==1)[0]) >= y[i])\n",
    "\n",
    "    m.setObjective(quicksum(y[i]for i in range(I)),GRB.MAXIMIZE)\n",
    "    m.setParam('OutputFlag', 0)\n",
    "    m.optimize()\n",
    "    end = time.time()\n",
    "    print('----- Output -----')\n",
    "    print('  Running time : %s seconds' % float(end-start))\n",
    "    print('  Optimal coverage points: %g' % m.objVal)\n",
    "    cover.append(m.objVal)\n",
    "    solution = []\n",
    "    if m.status == GRB.Status.OPTIMAL:\n",
    "        for v in m.getVars():\n",
    "            if v.x==1 and v.varName[0]==\"x\":\n",
    "               solution.append(int(v.varName[1:]))\n",
    "    opt_sites = sites[solution]\n",
    "    return opt_sites,m.objVal\n",
    "\n",
    "\n",
    "def plot_result(points,opt_sites,radius):\n",
    "    from matplotlib import pyplot as plt\n",
    "\n",
    "\n",
    "\n",
    "    ax = gwangjin_area.plot(figsize=(8,8), alpha=0.8, facecolor='darkgreen')\n",
    "    \n",
    "    plt.scatter(opt_sites[:,0],opt_sites[:,1],c='r',marker='+')\n",
    "    plt.scatter(points[:,0],points[:,1],c='b')\n",
    "    for site in opt_sites:\n",
    "        circle = plt.Circle(site, radius, color='r',fill=False,lw=2)\n",
    "        ax.add_artist(circle)\n",
    "    ax.axis('equal')\n",
    "#     ax.tick_params(axis='both',left=False, top=False, right=False,\n",
    "#                        bottom=False, labelleft=False, labeltop=False,\n",
    "#                        labelright=False, labelbottom=False)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "299a833e",
   "metadata": {},
   "outputs": [],
   "source": [
    "%matplotlib inline"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "ac339399",
   "metadata": {},
   "outputs": [],
   "source": []
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "d27801e0",
   "metadata": {},
   "outputs": [],
   "source": []
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "6e41c871",
   "metadata": {},
   "outputs": [],
   "source": [
    "import pandas as pd\n",
    "import numpy as np"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "3503c1af",
   "metadata": {
    "scrolled": true
   },
   "outputs": [],
   "source": [
    "bs_GJ = pd.read_csv('bsGJ.csv')\n",
    "grid = pd.read_csv('grid_result.csv')\n",
    "bs_table = pd.read_csv('bus_dust_top50.csv')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "5ad4588f",
   "metadata": {},
   "outputs": [],
   "source": [
    "gwangjin_area = gpd.GeoDataFrame.from_file('./LSMD_CONT_LDREG_서울_광진구/LSMD_CONT_LDREG_11215.shp', encoding='cp949')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "8043e8e7",
   "metadata": {},
   "outputs": [],
   "source": [
    "gwangjin_area.set_crs(epsg=5186, inplace=True)\n",
    "gwangjin_area = gwangjin_area.to_crs(epsg=5179)\n",
    "gwangjin_area = gwangjin_area.to_crs({'init':'epsg:5179'})"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "id": "3d9d8933",
   "metadata": {
    "scrolled": true
   },
   "outputs": [
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       "      <th>유아비율(%)</th>\n",
       "      <th>노인비율(%)</th>\n",
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       "<p>483 rows × 13 columns</p>\n",
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      ],
      "text/plain": [
       "     Unnamed: 0  x_index  y_index  격자 당 경로당 수   행정동  격자 당 어린이 보육시설 수  \\\n",
       "0             0        0       22           0  자양4동                0   \n",
       "1             1        0       23           0  자양4동                0   \n",
       "2             2        0       24           0  자양4동                0   \n",
       "3             3        0       25           0  자양4동                0   \n",
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       "481         481       25       11           0   광장동                0   \n",
       "482         482       26        9           0   광장동                0   \n",
       "\n",
       "      유아비율(%)    노인비율(%)  kmeans_label  \\\n",
       "0    2.839451  20.913757             0   \n",
       "1    2.839451  20.913757             0   \n",
       "2    2.839451  20.913757             0   \n",
       "3    2.839451  20.913757             0   \n",
       "4    2.839451  20.913757             0   \n",
       "..        ...        ...           ...   \n",
       "478  5.025170  11.665886             3   \n",
       "479  5.025170  11.665886             3   \n",
       "480  5.025170  11.665886             3   \n",
       "481  5.025170  11.665886             3   \n",
       "482  5.025170  11.665886             3   \n",
       "\n",
       "                                              중심점  \\\n",
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       "..                                            ...   \n",
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       "\n",
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       "..                                                 ...       ...        ...  \n",
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       "479  POLYGON ((965787.9999999993 1950907.9999999995...  965888.0  1950808.0  \n",
       "480  POLYGON ((965788.0000000003 1950707.999999999,...  965888.0  1950608.0  \n",
       "481  POLYGON ((965787.9999999995 1950508, 965987.99...  965888.0  1950408.0  \n",
       "482  POLYGON ((965988.000000001 1950908.0000000002,...  966088.0  1950808.0  \n",
       "\n",
       "[483 rows x 13 columns]"
      ]
     },
     "execution_count": 9,
     "metadata": {},
     "output_type": "execute_result"
    }
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   "source": [
    "grid"
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  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "id": "81dda900",
   "metadata": {
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   },
   "outputs": [
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       "      <td>일반차로</td>\n",
       "      <td>78353</td>\n",
       "      <td>127.090492</td>\n",
       "      <td>37.529313</td>\n",
       "      <td>96289</td>\n",
       "      <td>701제</td>\n",
       "      <td>1121510500107010000</td>\n",
       "      <td>1105065</td>\n",
       "      <td>자양2동</td>\n",
       "      <td>POINT (963817.6317456564 1947857.1591678106)</td>\n",
       "      <td>963817.631746</td>\n",
       "      <td>1.947857e+06</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>2</td>\n",
       "      <td>274000019</td>\n",
       "      <td>잠실대교북단(경유)</td>\n",
       "      <td>일반차로</td>\n",
       "      <td>78450</td>\n",
       "      <td>127.090479</td>\n",
       "      <td>37.529354</td>\n",
       "      <td>96289</td>\n",
       "      <td>701제</td>\n",
       "      <td>1121510500107010000</td>\n",
       "      <td>1105065</td>\n",
       "      <td>자양2동</td>\n",
       "      <td>POINT (963816.5029218596 1947861.7128701974)</td>\n",
       "      <td>963816.502922</td>\n",
       "      <td>1.947862e+06</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>3</td>\n",
       "      <td>104900116</td>\n",
       "      <td>행운슈퍼앞</td>\n",
       "      <td>마을버스</td>\n",
       "      <td>5572</td>\n",
       "      <td>127.087010</td>\n",
       "      <td>37.532950</td>\n",
       "      <td>94599</td>\n",
       "      <td>682-15대</td>\n",
       "      <td>1121510500106820015</td>\n",
       "      <td>1105065</td>\n",
       "      <td>자양2동</td>\n",
       "      <td>POINT (963511.7476431297 1948262.0076330916)</td>\n",
       "      <td>963511.747643</td>\n",
       "      <td>1.948262e+06</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>4</td>\n",
       "      <td>104900114</td>\n",
       "      <td>성자초등학교앞</td>\n",
       "      <td>마을버스</td>\n",
       "      <td>5562</td>\n",
       "      <td>127.082256</td>\n",
       "      <td>37.531300</td>\n",
       "      <td>95777</td>\n",
       "      <td>652-31대</td>\n",
       "      <td>1121510500106520031</td>\n",
       "      <td>1105065</td>\n",
       "      <td>자양2동</td>\n",
       "      <td>POINT (963090.9099659453 1948080.805095238)</td>\n",
       "      <td>963090.909966</td>\n",
       "      <td>1.948081e+06</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>...</th>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>333</th>\n",
       "      <td>333</td>\n",
       "      <td>104000127</td>\n",
       "      <td>영동대교북단</td>\n",
       "      <td>일반차로</td>\n",
       "      <td>5220</td>\n",
       "      <td>127.061162</td>\n",
       "      <td>37.536568</td>\n",
       "      <td>98481</td>\n",
       "      <td>235-3전</td>\n",
       "      <td>1121510500102350003</td>\n",
       "      <td>1105067</td>\n",
       "      <td>자양4동</td>\n",
       "      <td>POINT (961229.9019587532 1948673.7459698054)</td>\n",
       "      <td>961229.901959</td>\n",
       "      <td>1.948674e+06</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>334</th>\n",
       "      <td>334</td>\n",
       "      <td>104000125</td>\n",
       "      <td>건대로데오거리입구</td>\n",
       "      <td>일반차로</td>\n",
       "      <td>5218</td>\n",
       "      <td>127.069926</td>\n",
       "      <td>37.538919</td>\n",
       "      <td>247655</td>\n",
       "      <td>2-65 도</td>\n",
       "      <td>1121510500100020065</td>\n",
       "      <td>1105067</td>\n",
       "      <td>자양4동</td>\n",
       "      <td>POINT (962005.373336729 1948930.9985563012)</td>\n",
       "      <td>962005.373337</td>\n",
       "      <td>1.948931e+06</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>335</th>\n",
       "      <td>335</td>\n",
       "      <td>104000124</td>\n",
       "      <td>건대입구역6번출구</td>\n",
       "      <td>일반차로</td>\n",
       "      <td>5217</td>\n",
       "      <td>127.067279</td>\n",
       "      <td>37.540827</td>\n",
       "      <td>97155</td>\n",
       "      <td>8-24대</td>\n",
       "      <td>1121510500100080024</td>\n",
       "      <td>1105067</td>\n",
       "      <td>자양4동</td>\n",
       "      <td>POINT (961772.4987052646 1949143.7529470434)</td>\n",
       "      <td>961772.498705</td>\n",
       "      <td>1.949144e+06</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>336</th>\n",
       "      <td>336</td>\n",
       "      <td>104000123</td>\n",
       "      <td>노룬산시장</td>\n",
       "      <td>일반차로</td>\n",
       "      <td>5216</td>\n",
       "      <td>127.062691</td>\n",
       "      <td>37.539503</td>\n",
       "      <td>97503</td>\n",
       "      <td>250-10대</td>\n",
       "      <td>1121510500102500010</td>\n",
       "      <td>1105067</td>\n",
       "      <td>자양4동</td>\n",
       "      <td>POINT (961366.4997665873 1948998.7379146784)</td>\n",
       "      <td>961366.499767</td>\n",
       "      <td>1.948999e+06</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>337</th>\n",
       "      <td>337</td>\n",
       "      <td>104000107</td>\n",
       "      <td>국민은행신자양지점</td>\n",
       "      <td>일반차로</td>\n",
       "      <td>5200</td>\n",
       "      <td>127.066875</td>\n",
       "      <td>37.535572</td>\n",
       "      <td>93172</td>\n",
       "      <td>553-187대</td>\n",
       "      <td>1121510500105530187</td>\n",
       "      <td>1105067</td>\n",
       "      <td>자양4동</td>\n",
       "      <td>POINT (961734.1229548064 1948560.9055721848)</td>\n",
       "      <td>961734.122955</td>\n",
       "      <td>1.948561e+06</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>338 rows × 15 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "     Unnamed: 0     정류장_ID      정류장_명칭 정류장_유형  정류장_번호          위도         경도  \\\n",
       "0             0  274000018  잠실대교북단(경유)   일반차로   78449  127.088565  37.528817   \n",
       "1             1  277102301  잠실대교북단(경유)   일반차로   78353  127.090492  37.529313   \n",
       "2             2  274000019  잠실대교북단(경유)   일반차로   78450  127.090479  37.529354   \n",
       "3             3  104900116       행운슈퍼앞   마을버스    5572  127.087010  37.532950   \n",
       "4             4  104900114     성자초등학교앞   마을버스    5562  127.082256  37.531300   \n",
       "..          ...        ...         ...    ...     ...         ...        ...   \n",
       "333         333  104000127      영동대교북단   일반차로    5220  127.061162  37.536568   \n",
       "334         334  104000125   건대로데오거리입구   일반차로    5218  127.069926  37.538919   \n",
       "335         335  104000124   건대입구역6번출구   일반차로    5217  127.067279  37.540827   \n",
       "336         336  104000123       노룬산시장   일반차로    5216  127.062691  37.539503   \n",
       "337         337  104000107   국민은행신자양지점   일반차로    5200  127.066875  37.535572   \n",
       "\n",
       "     sgg_oid     jibun                  pnu  ADM_DR_CD ADM_DR_NM  \\\n",
       "0      96951    753-3도  1121510500107530003    1105065      자양2동   \n",
       "1      96289      701제  1121510500107010000    1105065      자양2동   \n",
       "2      96289      701제  1121510500107010000    1105065      자양2동   \n",
       "3      94599   682-15대  1121510500106820015    1105065      자양2동   \n",
       "4      95777   652-31대  1121510500106520031    1105065      자양2동   \n",
       "..       ...       ...                  ...        ...       ...   \n",
       "333    98481    235-3전  1121510500102350003    1105067      자양4동   \n",
       "334   247655    2-65 도  1121510500100020065    1105067      자양4동   \n",
       "335    97155     8-24대  1121510500100080024    1105067      자양4동   \n",
       "336    97503   250-10대  1121510500102500010    1105067      자양4동   \n",
       "337    93172  553-187대  1121510500105530187    1105067      자양4동   \n",
       "\n",
       "                                         geometry              x             y  \n",
       "0    POINT (963647.1288243234 1947802.8740342655)  963647.128824  1.947803e+06  \n",
       "1    POINT (963817.6317456564 1947857.1591678106)  963817.631746  1.947857e+06  \n",
       "2    POINT (963816.5029218596 1947861.7128701974)  963816.502922  1.947862e+06  \n",
       "3    POINT (963511.7476431297 1948262.0076330916)  963511.747643  1.948262e+06  \n",
       "4     POINT (963090.9099659453 1948080.805095238)  963090.909966  1.948081e+06  \n",
       "..                                            ...            ...           ...  \n",
       "333  POINT (961229.9019587532 1948673.7459698054)  961229.901959  1.948674e+06  \n",
       "334   POINT (962005.373336729 1948930.9985563012)  962005.373337  1.948931e+06  \n",
       "335  POINT (961772.4987052646 1949143.7529470434)  961772.498705  1.949144e+06  \n",
       "336  POINT (961366.4997665873 1948998.7379146784)  961366.499767  1.948999e+06  \n",
       "337  POINT (961734.1229548064 1948560.9055721848)  961734.122955  1.948561e+06  \n",
       "\n",
       "[338 rows x 15 columns]"
      ]
     },
     "execution_count": 10,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "bs_GJ"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "id": "1a675113",
   "metadata": {},
   "outputs": [],
   "source": [
    "bs_GJ = bs_GJ.iloc[:, [1,2,11,13,14]]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "id": "dcaa6aa5",
   "metadata": {},
   "outputs": [],
   "source": [
    "grid = grid.iloc[:,[1,2,4,8,11,12]]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "id": "b3799bb6",
   "metadata": {},
   "outputs": [],
   "source": [
    "bs_table = bs_table.iloc[:30,1:]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "id": "f059cc8d",
   "metadata": {},
   "outputs": [
    {
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       "      <th>정류장_ID</th>\n",
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       "      <th>0</th>\n",
       "      <td>274000018</td>\n",
       "      <td>잠실대교북단(경유)</td>\n",
       "      <td>자양2동</td>\n",
       "      <td>963647.128824</td>\n",
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       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>277102301</td>\n",
       "      <td>잠실대교북단(경유)</td>\n",
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       "      <th>2</th>\n",
       "      <td>274000019</td>\n",
       "      <td>잠실대교북단(경유)</td>\n",
       "      <td>자양2동</td>\n",
       "      <td>963816.502922</td>\n",
       "      <td>1.947862e+06</td>\n",
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       "      <th>3</th>\n",
       "      <td>104900116</td>\n",
       "      <td>행운슈퍼앞</td>\n",
       "      <td>자양2동</td>\n",
       "      <td>963511.747643</td>\n",
       "      <td>1.948262e+06</td>\n",
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       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>104900114</td>\n",
       "      <td>성자초등학교앞</td>\n",
       "      <td>자양2동</td>\n",
       "      <td>963090.909966</td>\n",
       "      <td>1.948081e+06</td>\n",
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       "    <tr>\n",
       "      <th>...</th>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
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       "    <tr>\n",
       "      <th>333</th>\n",
       "      <td>104000127</td>\n",
       "      <td>영동대교북단</td>\n",
       "      <td>자양4동</td>\n",
       "      <td>961229.901959</td>\n",
       "      <td>1.948674e+06</td>\n",
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       "    <tr>\n",
       "      <th>334</th>\n",
       "      <td>104000125</td>\n",
       "      <td>건대로데오거리입구</td>\n",
       "      <td>자양4동</td>\n",
       "      <td>962005.373337</td>\n",
       "      <td>1.948931e+06</td>\n",
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       "    <tr>\n",
       "      <th>335</th>\n",
       "      <td>104000124</td>\n",
       "      <td>건대입구역6번출구</td>\n",
       "      <td>자양4동</td>\n",
       "      <td>961772.498705</td>\n",
       "      <td>1.949144e+06</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>336</th>\n",
       "      <td>104000123</td>\n",
       "      <td>노룬산시장</td>\n",
       "      <td>자양4동</td>\n",
       "      <td>961366.499767</td>\n",
       "      <td>1.948999e+06</td>\n",
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       "    <tr>\n",
       "      <th>337</th>\n",
       "      <td>104000107</td>\n",
       "      <td>국민은행신자양지점</td>\n",
       "      <td>자양4동</td>\n",
       "      <td>961734.122955</td>\n",
       "      <td>1.948561e+06</td>\n",
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       "<p>338 rows × 5 columns</p>\n",
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       "        정류장_ID      정류장_명칭 ADM_DR_NM              x             y\n",
       "0    274000018  잠실대교북단(경유)      자양2동  963647.128824  1.947803e+06\n",
       "1    277102301  잠실대교북단(경유)      자양2동  963817.631746  1.947857e+06\n",
       "2    274000019  잠실대교북단(경유)      자양2동  963816.502922  1.947862e+06\n",
       "3    104900116       행운슈퍼앞      자양2동  963511.747643  1.948262e+06\n",
       "4    104900114     성자초등학교앞      자양2동  963090.909966  1.948081e+06\n",
       "..         ...         ...       ...            ...           ...\n",
       "333  104000127      영동대교북단      자양4동  961229.901959  1.948674e+06\n",
       "334  104000125   건대로데오거리입구      자양4동  962005.373337  1.948931e+06\n",
       "335  104000124   건대입구역6번출구      자양4동  961772.498705  1.949144e+06\n",
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       "337  104000107   국민은행신자양지점      자양4동  961734.122955  1.948561e+06\n",
       "\n",
       "[338 rows x 5 columns]"
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     },
     "execution_count": 14,
     "metadata": {},
     "output_type": "execute_result"
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    "bs_GJ"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "id": "3c7f422c",
   "metadata": {},
   "outputs": [
    {
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       "      <th></th>\n",
       "      <th>x_index</th>\n",
       "      <th>y_index</th>\n",
       "      <th>행정동</th>\n",
       "      <th>kmeans_label</th>\n",
       "      <th>x</th>\n",
       "      <th>y</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>0</td>\n",
       "      <td>22</td>\n",
       "      <td>자양4동</td>\n",
       "      <td>0</td>\n",
       "      <td>960888.0</td>\n",
       "      <td>1948208.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>0</td>\n",
       "      <td>23</td>\n",
       "      <td>자양4동</td>\n",
       "      <td>0</td>\n",
       "      <td>960888.0</td>\n",
       "      <td>1948008.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>0</td>\n",
       "      <td>24</td>\n",
       "      <td>자양4동</td>\n",
       "      <td>0</td>\n",
       "      <td>960888.0</td>\n",
       "      <td>1947808.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>0</td>\n",
       "      <td>25</td>\n",
       "      <td>자양4동</td>\n",
       "      <td>0</td>\n",
       "      <td>960888.0</td>\n",
       "      <td>1947608.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>1</td>\n",
       "      <td>20</td>\n",
       "      <td>자양4동</td>\n",
       "      <td>0</td>\n",
       "      <td>961088.0</td>\n",
       "      <td>1948608.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>...</th>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>478</th>\n",
       "      <td>25</td>\n",
       "      <td>8</td>\n",
       "      <td>광장동</td>\n",
       "      <td>3</td>\n",
       "      <td>965888.0</td>\n",
       "      <td>1951008.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>479</th>\n",
       "      <td>25</td>\n",
       "      <td>9</td>\n",
       "      <td>광장동</td>\n",
       "      <td>3</td>\n",
       "      <td>965888.0</td>\n",
       "      <td>1950808.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>480</th>\n",
       "      <td>25</td>\n",
       "      <td>10</td>\n",
       "      <td>광장동</td>\n",
       "      <td>3</td>\n",
       "      <td>965888.0</td>\n",
       "      <td>1950608.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>481</th>\n",
       "      <td>25</td>\n",
       "      <td>11</td>\n",
       "      <td>광장동</td>\n",
       "      <td>3</td>\n",
       "      <td>965888.0</td>\n",
       "      <td>1950408.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>482</th>\n",
       "      <td>26</td>\n",
       "      <td>9</td>\n",
       "      <td>광장동</td>\n",
       "      <td>3</td>\n",
       "      <td>966088.0</td>\n",
       "      <td>1950808.0</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>483 rows × 6 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "     x_index  y_index   행정동  kmeans_label         x          y\n",
       "0          0       22  자양4동             0  960888.0  1948208.0\n",
       "1          0       23  자양4동             0  960888.0  1948008.0\n",
       "2          0       24  자양4동             0  960888.0  1947808.0\n",
       "3          0       25  자양4동             0  960888.0  1947608.0\n",
       "4          1       20  자양4동             0  961088.0  1948608.0\n",
       "..       ...      ...   ...           ...       ...        ...\n",
       "478       25        8   광장동             3  965888.0  1951008.0\n",
       "479       25        9   광장동             3  965888.0  1950808.0\n",
       "480       25       10   광장동             3  965888.0  1950608.0\n",
       "481       25       11   광장동             3  965888.0  1950408.0\n",
       "482       26        9   광장동             3  966088.0  1950808.0\n",
       "\n",
       "[483 rows x 6 columns]"
      ]
     },
     "execution_count": 15,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "grid"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "id": "eecbcc9d",
   "metadata": {
    "scrolled": true
   },
   "outputs": [
    {
     "data": {
      "text/html": [
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       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>표준버스정류장ID</th>\n",
       "      <th>시간합</th>\n",
       "      <th>역명</th>\n",
       "      <th>행정동</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>104000055</td>\n",
       "      <td>4.543287e+06</td>\n",
       "      <td>광진구청</td>\n",
       "      <td>구의1동</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>104000139</td>\n",
       "      <td>4.099491e+06</td>\n",
       "      <td>건대입구역사거리.건대병원</td>\n",
       "      <td>화양동</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>104000111</td>\n",
       "      <td>4.021563e+06</td>\n",
       "      <td>광진문화예술회관</td>\n",
       "      <td>자양3동</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>104000052</td>\n",
       "      <td>3.663630e+06</td>\n",
       "      <td>광진경찰서</td>\n",
       "      <td>구의1동</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>104000007</td>\n",
       "      <td>3.661800e+06</td>\n",
       "      <td>어린이대공원후문아차산역</td>\n",
       "      <td>능동</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>5</th>\n",
       "      <td>104000006</td>\n",
       "      <td>3.095187e+06</td>\n",
       "      <td>어린이대공원후문아차산역</td>\n",
       "      <td>구의2동</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>6</th>\n",
       "      <td>104000002</td>\n",
       "      <td>2.981546e+06</td>\n",
       "      <td>군자교입구</td>\n",
       "      <td>군자동</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>7</th>\n",
       "      <td>104000003</td>\n",
       "      <td>2.947707e+06</td>\n",
       "      <td>군자역.용마초등학교</td>\n",
       "      <td>중곡2동</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>8</th>\n",
       "      <td>104000125</td>\n",
       "      <td>2.896831e+06</td>\n",
       "      <td>건대로데오거리입구</td>\n",
       "      <td>자양4동</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>9</th>\n",
       "      <td>104000082</td>\n",
       "      <td>2.891974e+06</td>\n",
       "      <td>광진구청</td>\n",
       "      <td>자양1동</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>10</th>\n",
       "      <td>104000160</td>\n",
       "      <td>2.828224e+06</td>\n",
       "      <td>능동사거리.군자역</td>\n",
       "      <td>군자동</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>11</th>\n",
       "      <td>104000279</td>\n",
       "      <td>2.726807e+06</td>\n",
       "      <td>테크노마트앞.강변역</td>\n",
       "      <td>구의3동</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>12</th>\n",
       "      <td>104900097</td>\n",
       "      <td>2.545414e+06</td>\n",
       "      <td>강변역A</td>\n",
       "      <td>구의3동</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>13</th>\n",
       "      <td>104000004</td>\n",
       "      <td>2.511214e+06</td>\n",
       "      <td>군자역.용마초등학교</td>\n",
       "      <td>능동</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>14</th>\n",
       "      <td>104000098</td>\n",
       "      <td>2.508863e+06</td>\n",
       "      <td>국민은행자양지점앞</td>\n",
       "      <td>자양2동</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>15</th>\n",
       "      <td>104000101</td>\n",
       "      <td>2.408357e+06</td>\n",
       "      <td>자양동잠실대교북단</td>\n",
       "      <td>자양2동</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>16</th>\n",
       "      <td>104000005</td>\n",
       "      <td>2.398733e+06</td>\n",
       "      <td>중곡동입구삼거리</td>\n",
       "      <td>중곡2동</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>17</th>\n",
       "      <td>104000001</td>\n",
       "      <td>2.202108e+06</td>\n",
       "      <td>군자교입구</td>\n",
       "      <td>중곡1동</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>18</th>\n",
       "      <td>104900019</td>\n",
       "      <td>2.136778e+06</td>\n",
       "      <td>구의역4번출구</td>\n",
       "      <td>자양2동</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>19</th>\n",
       "      <td>104000136</td>\n",
       "      <td>2.044196e+06</td>\n",
       "      <td>건대입구역사거리.건대병원</td>\n",
       "      <td>화양동</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>20</th>\n",
       "      <td>104000095</td>\n",
       "      <td>2.019151e+06</td>\n",
       "      <td>자양동잠실대교북단</td>\n",
       "      <td>자양1동</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>21</th>\n",
       "      <td>104900014</td>\n",
       "      <td>2.016238e+06</td>\n",
       "      <td>구의역1번출구</td>\n",
       "      <td>구의1동</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>22</th>\n",
       "      <td>104000097</td>\n",
       "      <td>1.994174e+06</td>\n",
       "      <td>자양미소약국.자양골목시장</td>\n",
       "      <td>자양2동</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>23</th>\n",
       "      <td>104000127</td>\n",
       "      <td>1.920810e+06</td>\n",
       "      <td>영동대교북단</td>\n",
       "      <td>자양4동</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>24</th>\n",
       "      <td>104000157</td>\n",
       "      <td>1.899599e+06</td>\n",
       "      <td>광진광장</td>\n",
       "      <td>군자동</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>25</th>\n",
       "      <td>104900129</td>\n",
       "      <td>1.888260e+06</td>\n",
       "      <td>강변역.테크노마트앞</td>\n",
       "      <td>구의3동</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>26</th>\n",
       "      <td>101000252</td>\n",
       "      <td>1.840657e+06</td>\n",
       "      <td>신성시장앞</td>\n",
       "      <td>중곡2동</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>27</th>\n",
       "      <td>104000112</td>\n",
       "      <td>1.787410e+06</td>\n",
       "      <td>건국대학교앞</td>\n",
       "      <td>자양3동</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>28</th>\n",
       "      <td>104000100</td>\n",
       "      <td>1.736418e+06</td>\n",
       "      <td>자양아파트앞</td>\n",
       "      <td>자양2동</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>29</th>\n",
       "      <td>104000092</td>\n",
       "      <td>1.726606e+06</td>\n",
       "      <td>국민은행자양지점앞</td>\n",
       "      <td>자양1동</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "    표준버스정류장ID           시간합             역명   행정동\n",
       "0   104000055  4.543287e+06           광진구청  구의1동\n",
       "1   104000139  4.099491e+06  건대입구역사거리.건대병원   화양동\n",
       "2   104000111  4.021563e+06       광진문화예술회관  자양3동\n",
       "3   104000052  3.663630e+06          광진경찰서  구의1동\n",
       "4   104000007  3.661800e+06   어린이대공원후문아차산역    능동\n",
       "5   104000006  3.095187e+06   어린이대공원후문아차산역  구의2동\n",
       "6   104000002  2.981546e+06          군자교입구   군자동\n",
       "7   104000003  2.947707e+06     군자역.용마초등학교  중곡2동\n",
       "8   104000125  2.896831e+06      건대로데오거리입구  자양4동\n",
       "9   104000082  2.891974e+06           광진구청  자양1동\n",
       "10  104000160  2.828224e+06      능동사거리.군자역   군자동\n",
       "11  104000279  2.726807e+06     테크노마트앞.강변역  구의3동\n",
       "12  104900097  2.545414e+06           강변역A  구의3동\n",
       "13  104000004  2.511214e+06     군자역.용마초등학교    능동\n",
       "14  104000098  2.508863e+06      국민은행자양지점앞  자양2동\n",
       "15  104000101  2.408357e+06      자양동잠실대교북단  자양2동\n",
       "16  104000005  2.398733e+06       중곡동입구삼거리  중곡2동\n",
       "17  104000001  2.202108e+06          군자교입구  중곡1동\n",
       "18  104900019  2.136778e+06        구의역4번출구  자양2동\n",
       "19  104000136  2.044196e+06  건대입구역사거리.건대병원   화양동\n",
       "20  104000095  2.019151e+06      자양동잠실대교북단  자양1동\n",
       "21  104900014  2.016238e+06        구의역1번출구  구의1동\n",
       "22  104000097  1.994174e+06  자양미소약국.자양골목시장  자양2동\n",
       "23  104000127  1.920810e+06         영동대교북단  자양4동\n",
       "24  104000157  1.899599e+06           광진광장   군자동\n",
       "25  104900129  1.888260e+06     강변역.테크노마트앞  구의3동\n",
       "26  101000252  1.840657e+06          신성시장앞  중곡2동\n",
       "27  104000112  1.787410e+06         건국대학교앞  자양3동\n",
       "28  104000100  1.736418e+06         자양아파트앞  자양2동\n",
       "29  104000092  1.726606e+06      국민은행자양지점앞  자양1동"
      ]
     },
     "execution_count": 16,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "bs_table"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "id": "a0d63c22",
   "metadata": {
    "scrolled": true
   },
   "outputs": [],
   "source": [
    "bs_top50 = bs_GJ[bs_GJ['정류장_ID'].isin(bs_table['표준버스정류장ID'])]\n",
    "# bs_top50 = bs_top50.merge(bs_top50, bs_table.loc[:,['표준버스정류장ID', '시간합']])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "id": "3967d1f1",
   "metadata": {},
   "outputs": [
    {
     "data": {
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       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>정류장_ID</th>\n",
       "      <th>정류장_명칭</th>\n",
       "      <th>ADM_DR_NM</th>\n",
       "      <th>x</th>\n",
       "      <th>y</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>8</th>\n",
       "      <td>104900019</td>\n",
       "      <td>구의역4번출구</td>\n",
       "      <td>자양2동</td>\n",
       "      <td>963321.573272</td>\n",
       "      <td>1.948674e+06</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>12</th>\n",
       "      <td>104000101</td>\n",
       "      <td>자양동잠실대교북단</td>\n",
       "      <td>자양2동</td>\n",
       "      <td>963408.942384</td>\n",
       "      <td>1.948170e+06</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>13</th>\n",
       "      <td>104000100</td>\n",
       "      <td>자양아파트앞</td>\n",
       "      <td>자양2동</td>\n",
       "      <td>963304.790763</td>\n",
       "      <td>1.948155e+06</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>14</th>\n",
       "      <td>104000098</td>\n",
       "      <td>국민은행자양지점앞</td>\n",
       "      <td>자양2동</td>\n",
       "      <td>962956.991529</td>\n",
       "      <td>1.948107e+06</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>15</th>\n",
       "      <td>104000097</td>\n",
       "      <td>자양미소약국.자양골목시장</td>\n",
       "      <td>자양2동</td>\n",
       "      <td>962615.823633</td>\n",
       "      <td>1.948238e+06</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>72</th>\n",
       "      <td>104900129</td>\n",
       "      <td>강변역.테크노마트앞</td>\n",
       "      <td>구의3동</td>\n",
       "      <td>964184.105229</td>\n",
       "      <td>1.948628e+06</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>75</th>\n",
       "      <td>104000279</td>\n",
       "      <td>테크노마트앞.강변역</td>\n",
       "      <td>구의3동</td>\n",
       "      <td>964148.337232</td>\n",
       "      <td>1.948672e+06</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>85</th>\n",
       "      <td>104900097</td>\n",
       "      <td>강변역A</td>\n",
       "      <td>구의3동</td>\n",
       "      <td>964098.306292</td>\n",
       "      <td>1.948585e+06</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>102</th>\n",
       "      <td>104000003</td>\n",
       "      <td>군자역.용마초등학교</td>\n",
       "      <td>중곡2동</td>\n",
       "      <td>963122.300367</td>\n",
       "      <td>1.950832e+06</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>108</th>\n",
       "      <td>101000252</td>\n",
       "      <td>신성시장앞</td>\n",
       "      <td>중곡2동</td>\n",
       "      <td>963582.931734</td>\n",
       "      <td>1.951076e+06</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>113</th>\n",
       "      <td>104000005</td>\n",
       "      <td>중곡동입구삼거리</td>\n",
       "      <td>중곡2동</td>\n",
       "      <td>963481.705959</td>\n",
       "      <td>1.950653e+06</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>183</th>\n",
       "      <td>104000095</td>\n",
       "      <td>자양동잠실대교북단</td>\n",
       "      <td>자양1동</td>\n",
       "      <td>963317.022680</td>\n",
       "      <td>1.948263e+06</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>185</th>\n",
       "      <td>104000092</td>\n",
       "      <td>국민은행자양지점앞</td>\n",
       "      <td>자양1동</td>\n",
       "      <td>963016.562532</td>\n",
       "      <td>1.948111e+06</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>191</th>\n",
       "      <td>104000082</td>\n",
       "      <td>광진구청</td>\n",
       "      <td>자양1동</td>\n",
       "      <td>963173.698108</td>\n",
       "      <td>1.948878e+06</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>199</th>\n",
       "      <td>104000052</td>\n",
       "      <td>광진경찰서</td>\n",
       "      <td>구의1동</td>\n",
       "      <td>963222.459009</td>\n",
       "      <td>1.949216e+06</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>200</th>\n",
       "      <td>104900014</td>\n",
       "      <td>구의역1번출구</td>\n",
       "      <td>구의1동</td>\n",
       "      <td>963352.050184</td>\n",
       "      <td>1.948713e+06</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>204</th>\n",
       "      <td>104000055</td>\n",
       "      <td>광진구청</td>\n",
       "      <td>구의1동</td>\n",
       "      <td>963206.277191</td>\n",
       "      <td>1.948933e+06</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>209</th>\n",
       "      <td>104000006</td>\n",
       "      <td>어린이대공원후문아차산역</td>\n",
       "      <td>구의2동</td>\n",
       "      <td>963797.913379</td>\n",
       "      <td>1.950286e+06</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>250</th>\n",
       "      <td>104000001</td>\n",
       "      <td>군자교입구</td>\n",
       "      <td>중곡1동</td>\n",
       "      <td>962520.632170</td>\n",
       "      <td>1.951128e+06</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>256</th>\n",
       "      <td>104000111</td>\n",
       "      <td>광진문화예술회관</td>\n",
       "      <td>자양3동</td>\n",
       "      <td>962026.661606</td>\n",
       "      <td>1.948892e+06</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>266</th>\n",
       "      <td>104000112</td>\n",
       "      <td>건국대학교앞</td>\n",
       "      <td>자양3동</td>\n",
       "      <td>962442.354595</td>\n",
       "      <td>1.948877e+06</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>281</th>\n",
       "      <td>104000139</td>\n",
       "      <td>건대입구역사거리.건대병원</td>\n",
       "      <td>화양동</td>\n",
       "      <td>962124.621772</td>\n",
       "      <td>1.949159e+06</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>283</th>\n",
       "      <td>104000136</td>\n",
       "      <td>건대입구역사거리.건대병원</td>\n",
       "      <td>화양동</td>\n",
       "      <td>962093.168338</td>\n",
       "      <td>1.949159e+06</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>291</th>\n",
       "      <td>104000007</td>\n",
       "      <td>어린이대공원후문아차산역</td>\n",
       "      <td>능동</td>\n",
       "      <td>963718.651809</td>\n",
       "      <td>1.950422e+06</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>299</th>\n",
       "      <td>104000004</td>\n",
       "      <td>군자역.용마초등학교</td>\n",
       "      <td>능동</td>\n",
       "      <td>963042.251273</td>\n",
       "      <td>1.950846e+06</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>302</th>\n",
       "      <td>104000160</td>\n",
       "      <td>능동사거리.군자역</td>\n",
       "      <td>군자동</td>\n",
       "      <td>962799.761758</td>\n",
       "      <td>1.950858e+06</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>308</th>\n",
       "      <td>104000157</td>\n",
       "      <td>광진광장</td>\n",
       "      <td>군자동</td>\n",
       "      <td>962136.837031</td>\n",
       "      <td>1.949940e+06</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>320</th>\n",
       "      <td>104000002</td>\n",
       "      <td>군자교입구</td>\n",
       "      <td>군자동</td>\n",
       "      <td>962454.770988</td>\n",
       "      <td>1.951134e+06</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>333</th>\n",
       "      <td>104000127</td>\n",
       "      <td>영동대교북단</td>\n",
       "      <td>자양4동</td>\n",
       "      <td>961229.901959</td>\n",
       "      <td>1.948674e+06</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>334</th>\n",
       "      <td>104000125</td>\n",
       "      <td>건대로데오거리입구</td>\n",
       "      <td>자양4동</td>\n",
       "      <td>962005.373337</td>\n",
       "      <td>1.948931e+06</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "        정류장_ID         정류장_명칭 ADM_DR_NM              x             y\n",
       "8    104900019        구의역4번출구      자양2동  963321.573272  1.948674e+06\n",
       "12   104000101      자양동잠실대교북단      자양2동  963408.942384  1.948170e+06\n",
       "13   104000100         자양아파트앞      자양2동  963304.790763  1.948155e+06\n",
       "14   104000098      국민은행자양지점앞      자양2동  962956.991529  1.948107e+06\n",
       "15   104000097  자양미소약국.자양골목시장      자양2동  962615.823633  1.948238e+06\n",
       "72   104900129     강변역.테크노마트앞      구의3동  964184.105229  1.948628e+06\n",
       "75   104000279     테크노마트앞.강변역      구의3동  964148.337232  1.948672e+06\n",
       "85   104900097           강변역A      구의3동  964098.306292  1.948585e+06\n",
       "102  104000003     군자역.용마초등학교      중곡2동  963122.300367  1.950832e+06\n",
       "108  101000252          신성시장앞      중곡2동  963582.931734  1.951076e+06\n",
       "113  104000005       중곡동입구삼거리      중곡2동  963481.705959  1.950653e+06\n",
       "183  104000095      자양동잠실대교북단      자양1동  963317.022680  1.948263e+06\n",
       "185  104000092      국민은행자양지점앞      자양1동  963016.562532  1.948111e+06\n",
       "191  104000082           광진구청      자양1동  963173.698108  1.948878e+06\n",
       "199  104000052          광진경찰서      구의1동  963222.459009  1.949216e+06\n",
       "200  104900014        구의역1번출구      구의1동  963352.050184  1.948713e+06\n",
       "204  104000055           광진구청      구의1동  963206.277191  1.948933e+06\n",
       "209  104000006   어린이대공원후문아차산역      구의2동  963797.913379  1.950286e+06\n",
       "250  104000001          군자교입구      중곡1동  962520.632170  1.951128e+06\n",
       "256  104000111       광진문화예술회관      자양3동  962026.661606  1.948892e+06\n",
       "266  104000112         건국대학교앞      자양3동  962442.354595  1.948877e+06\n",
       "281  104000139  건대입구역사거리.건대병원       화양동  962124.621772  1.949159e+06\n",
       "283  104000136  건대입구역사거리.건대병원       화양동  962093.168338  1.949159e+06\n",
       "291  104000007   어린이대공원후문아차산역        능동  963718.651809  1.950422e+06\n",
       "299  104000004     군자역.용마초등학교        능동  963042.251273  1.950846e+06\n",
       "302  104000160      능동사거리.군자역       군자동  962799.761758  1.950858e+06\n",
       "308  104000157           광진광장       군자동  962136.837031  1.949940e+06\n",
       "320  104000002          군자교입구       군자동  962454.770988  1.951134e+06\n",
       "333  104000127         영동대교북단      자양4동  961229.901959  1.948674e+06\n",
       "334  104000125      건대로데오거리입구      자양4동  962005.373337  1.948931e+06"
      ]
     },
     "execution_count": 18,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "bs_top50"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "id": "12fcdb6b",
   "metadata": {},
   "outputs": [],
   "source": [
    "grid_c1 = grid[grid['kmeans_label'] == 1]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "id": "2ceaec4b",
   "metadata": {},
   "outputs": [],
   "source": [
    "grid_c2 = grid[grid['kmeans_label'] == 2]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 21,
   "id": "f67cefee",
   "metadata": {},
   "outputs": [],
   "source": [
    "grid_c12 = pd.concat([grid_c1, grid_c2], axis=0)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 22,
   "id": "3fe5a731",
   "metadata": {},
   "outputs": [
    {
     "data": {
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       "      <td>자양3동</td>\n",
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       "      <th>160</th>\n",
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       "      <th>168</th>\n",
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       "      <th>357</th>\n",
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       "      <th>416</th>\n",
       "      <td>18</td>\n",
       "      <td>17</td>\n",
       "      <td>광장동</td>\n",
       "      <td>2</td>\n",
       "      <td>964488.0</td>\n",
       "      <td>1949208.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>430</th>\n",
       "      <td>20</td>\n",
       "      <td>14</td>\n",
       "      <td>광장동</td>\n",
       "      <td>2</td>\n",
       "      <td>964888.0</td>\n",
       "      <td>1949808.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>441</th>\n",
       "      <td>21</td>\n",
       "      <td>14</td>\n",
       "      <td>광장동</td>\n",
       "      <td>2</td>\n",
       "      <td>965088.0</td>\n",
       "      <td>1949808.0</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>68 rows × 6 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "     x_index  y_index   행정동  kmeans_label         x          y\n",
       "83         6       20  자양3동             1  962088.0  1948608.0\n",
       "85         6       22  자양3동             1  962088.0  1948208.0\n",
       "94         7       22  자양3동             1  962288.0  1948208.0\n",
       "160       11       23  자양2동             1  963088.0  1948008.0\n",
       "168       12       24  자양2동             1  963288.0  1947808.0\n",
       "..       ...      ...   ...           ...       ...        ...\n",
       "357       16       11  구의2동             2  964088.0  1950408.0\n",
       "382       15       16  구의3동             2  963888.0  1949408.0\n",
       "416       18       17   광장동             2  964488.0  1949208.0\n",
       "430       20       14   광장동             2  964888.0  1949808.0\n",
       "441       21       14   광장동             2  965088.0  1949808.0\n",
       "\n",
       "[68 rows x 6 columns]"
      ]
     },
     "execution_count": 22,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "grid_c12"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 23,
   "id": "25da3494",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 576x576 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "ax = gwangjin_area.plot(figsize=(8,8), alpha=0.8, facecolor='darkgreen')\n",
    "    \n",
    "plt.scatter(grid_c12.loc[:,['x']],grid_c12.loc[:,['y']],c='b',marker='v')\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 24,
   "id": "2b0e1c4a",
   "metadata": {},
   "outputs": [],
   "source": [
    "# lat_list = []\n",
    "# log_list = []\n",
    "# kids_GJ = kids_GJ.copy()\n",
    "# for i in range(kids_GJ.shape[0]):\n",
    "#     split_list = kids_GJ.iloc[i,1].split(' ')\n",
    "#     lat = float(split_list[1][1:])\n",
    "#     log = float(split_list[2][:-1])\n",
    "#     lat_list.append(lat)\n",
    "#     log_list.append(log)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 25,
   "id": "300b1bc6",
   "metadata": {},
   "outputs": [],
   "source": [
    "# kids_GJ['위도'] = lat_list\n",
    "# kids_GJ['경도'] = log_list"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 26,
   "id": "ca32ff15",
   "metadata": {
    "scrolled": true
   },
   "outputs": [],
   "source": [
    "# kids_GJ"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 27,
   "id": "b41c3dd8",
   "metadata": {
    "scrolled": true
   },
   "outputs": [],
   "source": [
    "# bs_GJ"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 28,
   "id": "0f735228",
   "metadata": {},
   "outputs": [],
   "source": [
    "points = grid_c12.loc[:,['x', 'y']].to_numpy()\n",
    "M = bs_top50.loc[:,['x', 'y']].to_numpy()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "cccfe7bf",
   "metadata": {},
   "outputs": [],
   "source": []
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "6c25c12f",
   "metadata": {},
   "outputs": [],
   "source": []
  },
  {
   "cell_type": "code",
   "execution_count": 29,
   "id": "f656759f",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "----- Configurations -----\n",
      "  Number of points 68\n",
      "  K 7\n",
      "  Radius 500\n",
      "Restricted license - for non-production use only - expires 2024-10-28\n",
      "----- Output -----\n",
      "  Running time : 0.01894831657409668 seconds\n",
      "  Optimal coverage points: 39\n"
     ]
    },
    {
     "data": {
      "image/png": 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HsW0bQxjU/Tp5N09PvgfDNGgFLbryXclOPJIRlUaFlJ1ShW7SwDRMVmurzNfm6W3rxTRMZv7ut7ZYZ4pTX/kVjv/Mj4llrG4CDAuBIJYxFxYucH7+PGN9Y9v/AW9BK2jxnfPf4bFTj/G9i99LqvFvhZSVYqGygB/d+jl3MwLBh37hQ3qgyesQLeAazQ5zYuLElo/HMmZ6dZq+Qh+9bb00Vjq2fF5jpQME2KZNpVWhkClgGibLtWV6C73Ultu3PK++0kFbug3bsvFCD9dymViaoObVOD5wnFjGRFLtkoUQyFiST+XVrjmOQaj+8lwqx2pzFdMwcS0Xf63nBuvsRAiBkEJdD5nkk3vaenhx5sUdFXA/9DkxcYJvnvomT44/mdQRvFr2d+zn3Py5bV7d7vHomx/lwX0P7vYyNDuAFnCNZoeZWJy47jGBoJQusZJaYaY8w9G+o7jFBbzy9T26mfZlGn4D27RZa67hhz6lrLJNLbfKZNuXqa90XndermMF11Y7ZcMwmFubo9qqIoQgiAMMDIT5UsFWPagzOTsJwH1991H362ScDJZpcaDjAEII2lJtaj0rXVusc4koeskNTiJVoZwwyNgZvn3223z/4vd52+jbeMvIW+jKX3+NV0sUR/xw8oc8dvoxvn3229S82m1dTyCYr75+2sYO9xzmX779X+72MjQ7hBZwjWYHmSnPXCcqh7sPM74wThiH9BX6qDQrGMKg97/5T0x/5f8k8lPJc03H48Ff/GuCMMAxHTpzncqFLQy5tHqJlcYKb/ylz/H9T71vU1jbcjweevff0PAbZJwMXuBhGAa5VI6RrhH8UIXgLaykSr3u1V8637TIOBlMYapdtRD4oa8q4v/xR5n68u9uej3TbnHknZ/GEAaRjPBiLxlh2ZPvISamVqsxtTLFE+Oq2O1I7xHeOvJW3jb6No72Hb3l/Hgcxzw/9TyPnX6Mb535VmI1ux0c7DzIxaWL23a93ead978T27J3exmaHUILuEazg5yYOEEraJFzc9S8Gq7lMrk8iWVYICEIA3oLvdimzU/8t+NYxh8y9dj/gr/WQ7ZjhYff/TkGH/k+Dd/DsqykLcwUJo7pkLbSHHnrjwjjkB9/8X+mttxOrmOZn/jlLzLwyHdxzGxi3JJ1s/Tke0CCYzpJz3YraOHYDmvNNRzTwTRMgCS0jkRVpCOJ4oiOB77JQHGQZ/7mF/HK3WTal7n/XX/FoZ9+DtPIIBCIWCR+65ZhEcqQhcoCA8UBJpfVLv/s3FnOzp3l8TOPU2lVePOhN/O20bfxk8M/qdzkrkFKyemZ03zz1Dd5/MzjOza68/WS995Au669vtECrtHsIE9PPM2l5Us4psPhHjVAYnx+nIOdB0HA1OoUI90jCATFdJHi/V9n8CeepJAukHWz2IZNLA38yEd4gkK6gBCCul+n5tc41n+MlfoKo2/+Acfe+rzaVZsWDb+BIUyQSvyyTpYojnBshzAMMYRBLJTJStpNg1QV2GM9Y5ybP4dE4pgOQgrOL53nYOdBXMtNctrDP/l93CN/Q1dOjTgVCAzDRhgCQxoIQ6jHhQABKTPFQGmAtJ2GlxV2u5bLSn2Fr578Kl89+VVMw+ShoYd46+hbOdp3lKcuPsVjpx/bcUOV3rZeplandvQ17jR9hb7dXoJmB9ECrtHsEHEc88NLPwSUOF5YuIAhVJi40qpscj8rN8tqVw4MFgcxDZNW0MILPLJult5CL02/iW3ZRLEyTGkL2ohlTFu6TfmeB8obPYxDXNtVPeJuFt/3lTtbHBHHMfFGL5kAYjBNkziKeWDwAQxhcKzvGAL1fMuw6Mip4rpYxqq47RrCKMQ0TCxTrV1KmVSeC1QfuSFUlfuVlSsc6Tly3ef08latKI545vIzPHP5GUDt4Pe172O0exQhBOPz49vzBb2MfCrPXGVuR669W2gBf31zb5obazR3gLNzZ6m0lCXq4Z7D2KZN1s0CsFRbotJUIt4MmsqBbW0WUKHrVtAi62bVrHApMYWpfNMDjyAMkCjXsEaroULbUYRt2Uo845hqs6peSyrhFUKQsTPEcYxlWKw0VtRkMwle4BHLmCAK8EMf11Y7bUMYIKCYKgLQDJoEUQAo3/Wh4lBy0xFGYdIqF8qQmJgzs2eS0acI1ftebpXpym0uXluqLdGe3VxJn7bTjHaPcrDzIEIIJpYmOL9wnunVadZdWreVnJtjcmly+y+8i3RkOyhkCru9DM0OogVco9khrm0fW6otkU/lkx1R3s0zsTxBd76b6dVpojhKqr5bQQs/8pGxmvm91lojlmoYyoa9KULtVDMplXN2LAfLsJBIvNCjFbYwDZNIqus2/SazlVlM06Tm1ci5amKZZVqq8IyISquCEEK5sCFohS1loyoj/NBPjGRATTezTItsKpu4rbmmm+y4BYIHBh+gkC6wUl/BNm0eHnqYnJujM3d9xXxntpNSpsRY7xj72vfRClucXzjPxNJEctMA6iagr3j7u8qMnWG4c5gjvUcYLA0yWBrcsld/LzPaM7rbS9DsMDqErtHsENcK+GpjlUNdh6g01Y68v9jP2bmzmIbJ/vb9Sc/yYGmQ8flx9rXvwzANHOmQc5S/+Bv634AXeoRxSNpOY5hGErIO4xDbsDEwcCwHwzA4OXWS3oIyX6l5NQzDUMVsTjYZbrKBgYFruon1atbJKlvVOGahukAQqyp4N+Mm72diSbXH7W/fj2M5xDLGNV0iGamq9Ui5t+VSORp+A8d0WKwt0pO7vo88jENWG6u3VFFeSBeSaMWtIKWkPdtOZ64TQxiUG2XmK/PJjjvv5plbe32FzgFGu7WAv97RAq7R7AANr8HJ6ZObHtsYIuLWXS4vX+ZA5wGCMCDtpjkzdwZDGNRaNY70HlGGKaHKXTf8BqEMKaVLSX7Zj/xk/OhGtfiGf3kURMRRzPHB41S9Kn7gY5s2+VQeIVVRWSxjHMtRO+s4QCDIulnCOExC71GserobQYO15hpZJ0u5WQZeOgYkhi0bk8kEL/WWCwS2sImIkFJSbpTpb+tPqvI3uFq+qnLmtxAfv2mvt1TV14VMgSiOWKwubro52N+xf9PT+4v9ryvjlg30Dvz1jxZwjWYHeG7quSQkO9wxzMzaDEu1JVYbqxzuPsyp2VPkHCViwld91oe6DtHwG1xYuIBruQyWBjEwSLkpTExVYW6o6WORjNQksnXRRCrDlCiKMDCwHVsNLMEgn87jmm4SmhdCFZfFcYww1gU2jpJispSVwjRNBGKTsA2UBpICsmsFHEhC5xt/TnLvUmBYRnLMNm3ma/P0Ffo4v3A+Od8LPQZLgyrHfROulq+SslK0whagitz6Cn1k3WwybnWuMrdlQdqBjgPMlGcoZAqsNdcopAtcWLxwy9/rXmKka2S3l6DZYbSAazQ7wLXhc9d2GSgOMLE0wXBpmOnydOJBXm6Wk0K3ZtBkZm2GBwcfZK4yh4HB+YXz7O/Yj23YZFIZZKhE3MJK5m6HUZgMH6l7dbKpLEEUsOavYQiD5doylVYFP/R5aOghvNAjiAMsLM5952FOfelXqK+0k+1Y4cFf/CwHfvJ7EIMUkiO9R9RNQhyrEajrRDK67j1vGL7EqBuKOH5pTrhhGAgpGGofotqqkrGv9+XOubnrHrsRh3sO44UelWaFherCLbV/CSGoeTUGS4NJ+L8n38Nac+2WX3evYBomw516dOjrHS3gGs0O8PTE08mfpZRcWr6k+sAlrDXXeEPfGzg9e5rD3YdZa64xUBzANm32te8jiAK6892Um2WGSkMU0gWevfwsDww+oNrB1sVTonbipmEqC9P1fPNGy1jaSeNaLvlUnspshWP9x6i2qjiWQ87NcfIf7uOFv/qNTVPFvv+p93G1PE3HA9/c9H72d+zfZJ5ybWGZbdq0gha2aaswvlShcNd2QcJ8dZ7ufDcA0yvTRDJS88hfxlrjxkLqmA5D7UMIIbi6epWTV0/e8Lk3QkrJUm2JpdoSAO2Zds4vnr/JWXuTsZ4x7cB2D6AFXKPZZhYqC8kOD+Dc/DkMYTA+P05vWy+FdCFxU7u0fAlQu/TEM13CWO8YOTeHbdo8e+VZFQ6VSrRNw1STyQwbQxpJ+BwBi9VFwjikt9BLGIXMrM7QnmtnrGcMBDiWgxd4uLbLua8+et1UMRmkmfm736LjgW8ipeRAx4EtLU43xnF25joJogDXcml6TZU/N0HGKrQfxiH9hf6kVe5A5wEVMRBWYhqzwczaDLlULrF0zbk5+ov9BFHA1MoUFxe31+K0I9fBSmNlW695t3DfwH27vQTNHUALuEazzTx35bnrirRiGbO/fT+XVy5ztOcoCDjUfYgzs2coZUpMLb8UAh5qH0rawqqtKgAZN4NpKF/yWMbKsCVS7V4ItbsMw5D2bDt+5OOHPl7oUcwUuTB/geHO4aRoLYojNV70BtPP/LUejvYexRAGKTuFF3pEccTx/uMYhkGlVSGIAuI4pjPXyXx5nkxbhsiMsCwLIYTKoQtBGIU0vAZn5s9c9zppO81DQw8xsTTBWnMNIQT72/cTy5iaV+Pq6tUdM23pzHVyYeH1mfsGOD5wfLeXoLkDaAHXaLaZ7174Lm2pNva370ciOT17GlAim7JTYMDZ2bMUM8ogZX/7fqSUBFHAmfkzZF1leyoQZJwMbxx6I37ks9pYTVzXWkGLVqB6vTfaylphS1mkxsqdrdqqUswUOTZwDAMj2YEv1ZYwhEG2Y5n68lZTzFZxLZfZtVl62npUPr25RtpJ45gOk0uTHO07StbJUm1V2de5D1OYZEU2MY3ZsFzd6CcvZUos15Y37eabQZO6X6faqnKw8yBhFBLHMWfnz+74d1TKlJJQ+usRLeD3BtrIRaPZRqSUPD35NDNrM5yaPcWVlSvcP3A/wx3DXF65zP72/aStNA8OPchqY5Wcq3q8TcPENm2ODxwnZaWwhLq3Ng1TibkQrDZWlWtarMLnuVQO13JJmSlMwyRlp5BI6n6d2bXZZPiIEIJQKqc0IQQmJq2wxcPv/hym421av+l4PPSLn0Ui6WnrIYxDZQFrGKTMlLoBWV+XaZjknBxhFBLJiKXaknJei9XrNoMmXuiRdtKsNdc41HWIfe37uK//PsZ6xiimi8raVcZMLE2QcTNMLE1wrP+YGrqyg7we+743KGaKDJQGdnsZmjuA3oFrNNvIxOJEkh8G1bN88upJDnUdwjIsTMNUxijrRWDDncOs1FdwLIdSpkTLbxEJJX4pO6UMUCwHy7ToLfRiCAMv9Kj7dRzDIZfK4dgOXqiE2BQmxUyRIA7IOlnCKMQLXhJpwzBwbBWeH33LD7EMi6c/+y7qKx3kOpZ58Bc/y743fY9aK2C5vkxvoZdIRuScHGfmzvDG/W8EIAxDbNvGXh9gIoSaPiYQyUQvS1gYlkFMzNHeo0QyIozD5Ndw5zBBFPDg4IO0whbTq9P4kU+lVaHSqpBxMjT8xrZ/R9357h2bZnY3cF//fUkERPP6Rgu4RrONfP3Fr1NMFymkC1SbVSzTopgpMj43zmjPKKYwac+1c3L6JK7lEsURru3imA7NoIlhGNimjWM5aviIEasKc0jMXQxhkHfzyWjRVtgi42aI4ojV5ir5dJ61xhpCCtJOmtXaKhJJd76bMAxJWanECGbgJ57g3Y88QShDFmuLrNZXOTuv3kt/sZ+Z8gxpO41jOxztO0rTayJQ09Da7XYkEhlLWkELy7SwTZtqs0oxXVS7fWGq/Hykru9HPmk7TSQjWn6LMArpK/Zxefky/cV+umQXl5cvk7bTDLUPcXZu+8PppUzpdS3g9w/ev9tL0NwhtIBrNNvEDyd/yKe+/ylAtV1tVDhv5Lotw6LqVZOJXgc6DhDGIZVGhWK2qCrEQw/DMIgj1eO94VNuCENVnpv2JsOUcrNMIa0GVjT9Jgu1BQqZAqVsiVqrRspOEcuYnnzPSztiGdPyWri4LFQX6Mp3MbE0QRht9gLPOllmyjMc6z+GbdiYqIEqhXSBmlcj42QI4oCUnVLjStfb29rSbcnglVKmhBeoMHpfWx9e5OGYTmL3GskIIVWuv+7VmavMkXEyDBQHaAUt0nY6sZndLjaiFa9XHhx6cLeXoLlD6By4RpVTK2MAACAASURBVLMNNLwGH/rqhwA1DvTy8mVgfcrV4iQHuw7i2GpXfXlFHRNCEIYh3fluXMvFCzzybp4oVqHmDZe1crOMa7nYwlbTv6QaASoMQSFVwBSqD3xjlz27NstKbYXufDdCCLrz3bxw9QVCGbLWUOYuBbfA+Pw4q41VxufHcS2XI71HEjMVKSVVr4pAYBkWS9UlvNDjavkquVSOcqPM5NIkOTenct4y4uTVk5yZPZOE/bOpLBWvosLqoU/KTVFIFZRvehwn+fIwDhkqDtHXpoaUNPwG4wvjXFq+RNpOc6T3yJYDUF4LpjC5Wr66Lde6G7EMi2P9x3Z7GZo7hBZwjWYb+OjjH00GbMyuzXKw8yBSSgZLg2qXaqV4YeoFHNNBCMFI1wiXly/TlmlLWq42fMktw1LhaMOmFbbIOTmCKCAiIogDEOD7PnEcq916HBPKkCiOKGaKdOW76C30Jpam1VaVh4YeQghBzs1hGiZe7G3yHa97dc7OnaUVtDjcfZijfUeZW5vjUPchYqnaxRzb4XDPYTJOBolUo05jiWVatIIWDw49SE9bD6YweWH6hcR7vBW2MEyDht8gQt2cmKaJZajZ5YZhEMqQ1eb1g0xWGiucnTvLUnWJY/3HGOsZ29IE5lYZKA1sMqF5vfGG/jcoAx3NPYEOoWs0t8kPJn/A55/7fPJzJCMmlybJulmuLF+hv9iPRHKs/xinZ06DVMVtQ+1DSdFXFEeUsqWkp9s0TAyh8uEbginj9ccNg2qrSs7NYQiDQAQ0/SZCCObX5kk5KTJOBsu2iKKIvJvHC1XoGkO5qG0YyLycMA4ZXxhnuEPZcG7k2WMjptKqUEgXcC0lEO25doQh8HwV9t9oe7tavoohDObX5jnUfWiT53kxXWSka4SJpQkGS4OJi5xpquI7lpVNKigr1g2f8rHeMU7NnALU59Nf7Kct1cZCdeGWJphtkLbTt/7F7kF0+PzeQu/ANZrboO7V+dBXPnTd4xLJSNcIjaBBIVVQIXEpkSh3s558TzImNG2nVQuYlOpXLJNpYDk3h2VamKjhIhtGKhtubkIIDIzEta2QKXBl+QqO6RAEgXJvExJTqDneURgRRiGtoHXD99SebWdyaZLB4iCGUONJhRCUMiVW6iuEocqV5908jnBwbZczs2eIY/VehjuGOdp7lEPdhzb5pwOUm2WeufIMdb/OUm2JIAyIZIQXepydVQVrraDFxYWLyTCS0e7RTcVsQghm12Y5N3+OlbpKFYz1jrG/XXnGvxIvz/NfiyEMBouDr3j+3Y4W8HsLvQPXaG6Dj/3Dx7aceiWE4PLKZTqyHVimRTNocmXlCqDEfWp1isGSEouNqVqO6YBUZitBFCSe5htFb5ZtJT3gkVTe51GsxnQioN6q013o5vjAcRWGN6yXpoat7+wxSHLAnblOMo5yeJtcnGRjCmhnrpOV+gopO5VUjMfxSwV0G6H3VtgiEAFBFDDcOawK0hBYpnrdU1dP3fBz80KPmbUZZtZmADjYeZD+Yj9ZN8vk0iTH+o+xUF2g5tVYa67R09azZeW4EIKF6kJyzDIsDnQcwLVcVhur153TCLZuSzOFyeGew1S96g3XvBfQAn5vcVMBF0J8Avh5YEFKeZ3BrhCiBHwCOAS0gPdLKV9cP3YJqAIREEopH1l//CPAOwEfuAj8qpSy/PJrazR3Mz+Y/AFPTz5NR7YjGcW5wUjXCOcXznOk9wjj8+MMdw7jhR49+R4uLV9CCMFKY4VDXYdoS7VR81TF+Pj3HuHZz7+H2nI72Y5lHvmlzzPy5h8Qy5ggVLlbP/JxLZdYxjRaDXKpnGobMwXVZpWMmyGMw8SLPONk8AIPKVW+emNX3J5pZ3xBWZV2tXVRypSYKc9waekS7Zl2bMtORph6kUczaJJP5RM3tSiOuLJ6JelZ90Of7rZuOrOdr7rS2zbtxBd9I1JRTBeptqosVBewDZux3jHOzp59xR7nMA43pQfa0m305HuQUjK7NrvlwBTLsBgqDRHLmOmV6WTU6F7jYOdB2tJtu70MzR3kVkLonwR+7hWO/xvgeSnl/cB7gT962fF3SCkf3BDvdf4OuG/9nHHgd259yRrN7rMROp9YmqC/2L/pmJSScqNM1s0iEIRxyNVVtettS7dtEiDHdHh+6nnKjTIXn/pJvvep91Fb7gAE9eVOvvvJRzn3nYeT3blhGJiGyVJduZ5lHTU61DEdOrOdKqQuDExTObs5pqp8r7Qq1IM6pmmSd/NknMymgSuL1UXG58cZLA7iR77KT7MedpcRtmUjhGB6dRpTqAK0ht+gv9jPkb4jlDIlJJL5yjynZk9tGZV4RdY/ku58NyNdI/x4+secnT+LF3qM9YyRclKcmzvHSNcIhzoP3fJlK80K5xfOc2HxAnWvTt2vbzpumzaDpUHmK/NMLqkoRF+h79Wt/S7hgaEHdnsJmjvMTQVcSvkk8Eoje94AfGv9uWeBA0KIV/RBlFI+JqXcSEadAPZ24klzz/HRxz9KW7qNsd6xZGe8wcHOgyzWFhksDtIKWtw3cB9Vr0ohXUiKsgB623pVCBzJYm2Rpz/7ruumg0W+y3Nf+GWCKCCMVaW5Yzp0ZDvUgBPTpBk0WWuu0fSbpO00QRAQhRFRFBFEAfVWnfZsu+opjyL8yGdf+z7CeHM+WAjBbGUW13Kpt+q0whZ+4NPwGnihh23YFNIFrpav0p5tp9woq4EqUmya5W0Z1qvegW+4xdX9OheXLiaCHsYh5+bP0QyajPWOsVRfwjItBoqv3irUMIxNN0+2YTNQHODS8iWG2ocSB7lrh9DsJUa6R3Z7CZo7zHbkwF8A3g18VwjxJmA/SpDnAQk8JoSQwJ9KKT++xfnvB/6/G11cCPEB4AMA+/bt24blajS3x9MXn+bM7JlkUpZjOsn0MSklXuRhmRaGMJirzCWC0Ffo2xSaLWVKiaB3ZDtorGzd61xfaafpN5NCN4FASkmtpa7blm6jkCoocZKADS2/RcpOkbEyeKaHF3qYwsTAYKx7DC+6XmCP9B7hzOwZjvUdQwiBbaqCMFOatPwWDb9BV66LZ648w3DHMAvVBWLipCd9gzAOOdJzJMnRN4Nm4pN+I2pejbSVppAqUEgXEGweiCKEoOWroSitoIWUkt62XmIZU8wUqTQrN931J58P6iajv9TPpeVLWKa1qTd8r4bRhzuHd3sJmjvMdgj4h4E/EkI8D/wYeA7YuLV/i5RyRgjRDfydEOLs+o4eACHEB9ef+xc3uvi66H8c4JFHHpE3ep5Gcyeoe3U+8s2PUPNf2qX5kc9w5zDn5s+xr30fU6tTjPaMUvNqjPWM8fz087iWy9zaHG/oewNTK1PJTO+NnuTOXCfZ9mXqW4h4rmOFbCpLHKm+bz/yyVgZsm6WMA6ZKc9gGRZd+S7lbhZHZOwMMWosp2mokHfaSivBFSZRGDHSNYIwBJcWLxHEAeVGOZkrXm1VKaQKSCR+6JN1suCT5Pod2wGUvevpmdOM9oxuWvO5+XP0tPWQcTLJ5LQbIYRgub6s2tXq8avevS9UF5BSMlQaImWnmFja7Ed/7euACpv3FnoTs52DnQc3jy0VKjqy1wT8QMeB3V6C5g5z221kUsqKlPJXpZQPonLgXcDk+rGZ9d8XgC8Ab9o4TwjxKKo47leklFqYNXuCP3r8j7i0cinx+t7gwsIFuvJdmIYJEvJOnkK6kAjeSPeIEiapbFaHSkNMl6eT8y3D4qf+yZe3nA72E7/0RcIwpO7XafktTGHiBR41r4ZruXTmOknbaYQhiGNV7OZFHn7gk0vlSNkpLMPCMA01LCWOcAyHjJMhbaY52neUNw69kdm1WYY7hxO/9oXaAqZhcmHhAiFhUiEOale8wYbIX4tEJtXoG2M7b1R8VkwXVWRBCLryXa/pexFCMF2e5sLiBbJOliO9R5Rr3TUYGLiWS2+hl6mVqeR9bDVWdCeGqOwkWTf7mj87zd7ltnfgQogi0JBS+sC/AJ6UUlaEEFnAkFJW1//8s8CH1s/5OeD/AP6RlHJv/U3R3LM8PfF0YthyYfEC+9v3J7aokYxoS7VxcfEih7oPsVRfIoojrpavYgpT7UAFzFZm6Sv0EccxdU8VVG2M5ux/5B94Wxzx9GffRXO1E6cwz8j/8Gd0PfQCC9UaPfkeqq0q2ZSaMmYaJrPlWZULN0wMaSAMgWEb1L06ru0ShAECodrSYpHkgWMZY5kWQRQQy5haU0UUiukii9VF0naavkIfUkpGe0eJoohQhklueiPvvyGSW+WNp1eneXDoweQz6s330gyaFDLKDGbjJiBlpxIzlqyTve3vqepVOTt3lmK6SE+hJ+mvj2WMF3iJeAMc7DrIxcWLW669LdVGpVW57fXcCYY7hvUEsnuQW2kj+0vgZ4BOIcQ08HuADSCl/BhwFPi0ECICTgO/tn5qD/CF9f+pLOAzUspvrB/7vwEXFVYHOCGl/I1tek8azbZT9+qJ1/kGi7XFTT9v5KYd01FC3qWqpUd7Rmn5LQ53Habm1TbtSkEZlRgo1zV/+JO84X/9003Xvbik8udhHFLIKFOYlcYK7dl2BEL1ascRMWr3bQmLfDqPlFJ5pAvVCtYKWkiUmxuA53sIofLLG8Yt1VaVfFpNOvMDn6nyFAPFAdJWmpMzJ1/6PNaruaWUdOY6KaQLLFWX4GUaMrk0yVjPGBLJQmWBcrNMubm5Y/Ta0O92itBWr3UtUsob7rQlkr5iH5W5PSLgOv99T3JTAZdS/rObHH8KGN3i8Qlgy74GKaUul9TsKf70iT9lsbpZsLtyXcnuspQpcXHxIvs79iORHO8/zoszL4JUeePOrMptS1Q/cn+hn5pXY6R7BNuwWa4vM7U6dd3rbtCWUp7pQRRgGAYZJ8NqY5Viuqhc1gyUCYzp4Ic+IhJEUYQwBLVWjUKmgBEpV7Wl2hLt2XZc0yWSqipdIulu6+b5qedV/ljCG/e9kYNdB5O+7Gs9xFcbq0nBXtNvEkYhuVTuup34WnON3rbezTnml3FtBu1OZtP2d+xPzHW2oulv7xS0nUQL+L2JtlLVaG7CiYsn+MwPPsNot7pPLWVLHOo6RCtsJWHgrnwXEknWzdLwG8k0seGuYWqtGn7kY1s2GTvDSPcIaTu9SRxfSbyFELimi2VYOKajfrccpJScvHqSRthIpnpJqYaMmKaJ7ai54lk3ix/6uLYyf2nPtquBJqHHamOVCwsXKGVKTCxOJPnjnJvj/MJ5np96nsXqImEccv/g/fQXVM+7F3rkU3lqrRpt6TZ6C73JWNOXU21Vb2mamGVY190k7SQ32+1PrU6RsTN3aDW3hxbwexMt4BrNK1Br1fjIYx+hI9uRhI27c91MrUyxWl/lcM9h8m6eiaUJunPdSCnJp/LJAI+UleJI3xFSVoowDpOcs7H+n23aSKl27DfqbR7uGMaPfWIZM1+dp9KqEESBMk+REtd0cS0XU5jUvJoqYPN9Wn6L5dqymoAmBdVWlShSs8VlLDFNk7Z0G37ks799P+VmOckf1/16Ug0+szbDyasnlUNbtp0HBh5gpGuEQrrAan2VvJvHEtYNB4VIpBrIcoPd9dXyVSzT4lD3oWSG+k7T2/ZSFfqNkFIyUHr1/ea7wcGug7u9BM0uoAVco3kF/uPj/5G0naaQLqhCMJQQ+pHPwa6DVFtVBkoDhFFIR66DmldL3Nc2wuSnrp5KQrWWaSEjSS2oYWJiCpOG38AwDDqyHRztPcrBzoObdoc5V40TRZBMA1uqLnFl+QrHB44jENS8mnJpM03WWmt4kcdibVHNGQ89LEvt3h1L7eAbYYOTV09yZfkKKTvFUn1zJbZEqulo11BpVXhx5kXOzJ3BMVUVe0yMH/qUm2Usc+uMnJSSy8uXeWjfQxzoOLCpgh1U3/j+0v5XDLNvN9caz7wSNwvpH+45vOu7dMdy9qx7nOb20AKu0dyA71/4PudmzzG9Os3E0gTzlXna0m3JAA6JZLm+zOTiJIV0AQOD+cp8UtXcle+i6lXpK/bRme+k4TVwLEd5jEuZmJ9knAxL1SWaQRPHcsi4Ge7vv5+jvUcZ7hxGIMinVFGaYzkYwqAj10F/qZ+Uk6IVtrBNm3KzTNpKU0qXkEKqaWfEiYmKQBATI6UkY2e4r/8+1lprjHSNML06fd37v5Ew+ZHP6bnTpOwUQDLiVCLpL/RfNxEsiiPl/V5f4dLypU1zyDNOhrGeMapeNUlR7DSlTEm5vd0CU6tTqjd+C/Z3qJuOSEYc6T2yLRX0r4UDHQcSf3rNvYX+1jWaLai2qvz+136fs/Nn6S/2U0gV6Mx1bjIkqTarHOg8gBd5qkpchhzpPUIzaNKeaacZNBPf8JSVIuWkkEgiGeFaLou1RVphKxHktJ3GEhYylhiGwdTKlBp/KVTb1lpjDYFgZm2G5foyKSvFUmUpCZ8LIWhFLbzQo+E1mFqd4vzCeear88yuzWJZlnJXE2rXu1xdRgiRWIi+HNd2t3x8gw1hy7pZTGEytzbH1fJV9rXvY7A0yGj3KGM9Y/S0KWflDcE3hMHBzoMMdw6rQjGhzFjOz5/nYOfOh4K78923XCznhR772l/ZAdILPc7OncWPfMZ6xrZjia8Knf++d9HjRDWaLfj33/z3FNIFFioLmyxT29JteDWVG96oKN8Q0DPzZ5JCru62l0RiY9yngYEpzMQOtTPbqXqrARmrHXksYzVFLAo50HGASEacnTvLUGmIUqZEFEf0F/rxQtUC5phO0ro1U565oYtZf7GfyaVJhjuGsS0bP/KZqcww1jN2w9D1zUQuklHyOTi2Q1eui8HSIMu1ZTJOhobfIOtmVbvd+phU13LpyHYkg1T6Cn3J60sk06vT9Lb1vvphKLfIy4e43Aqudf2NTFe+i0tLlzalOoIoSFr07iRawO9d9A5co3kZ3zrzLb72469xfuE8Iz0jdOe7AfUP5bX928W08uAe7lCzsEe6R1htrJKxM3ihh0SFsdNOGtMwk3arIApUb7ZpYRtqylczbKo8t6F2qo7lYJs2E4sTlDIlDGEwuzbLYm0Ry7DIOlnmq/PK0jQGJLjm1jtm27QRCCrNCmEcEkZhYjXqWu6mkPa13MzS1A/Uzr0ZNJlfmydlp3Atl+58N47lkLJT2MIm62TJulniOMaxnE3mKJZpbbpR8COful+nkNq6ov122de+b1M73K0wX5m/7mbm5U58AMiXhrLcSbSA37toAddormGpusQffO0Pkp/LjTJBFDDcOZzYiAIglZGLgYFt2XiBR7VVBUiem7JS1LwalmFhGRZhHNIKW2r4B4KG32ClvoIQgoyTIYxC6q06MlbWpJGMGO0epZgpMledI2WnVAQg8JivzFNKl4hljB/5CEOwv2M/x/qOcaTnCP2F/qRYbLhjmJX6Cvs79mMaJrZlM7k4yb72fUm1/FbczE607tcRCPzQZ625lswgN4Sqrt+4ObAtm6ybZaY8w0BxYFOv+JXlKxzoOJCE10GlL2zLpj3T/qq+u5thGdYr9n3fiHKznLTPgUoZTC5PXve8g10HubL66q9/u2gBv3fRAq7RrCOl5ENf/dCmHeJSbYnVxiqTS5ObcsUHuw6yVFviULdyW0s7aZVnNi2aQZP7++8niiPSbpowUrte27KxTIs4jlVPuJuhmCnSClTeOoxDMk4GIUQi+jExZ+fOUmupSWcpO8X5xfPk3JxyUUMgDEEUR4RxmDirlTIlxnrHeGDwAVzbpa/QR87NYQjlhy6RlDIlmsGNzUpW6iuvGEZfa65RSBeotqoc7j0MqIK1a0V8wxSmmCkSRMF1wieE4NLyJVpBC8u0GGofwjIsVXgXtm6af341HOo69Jo9zguZlyICg8VBVZvwMpJugTvMRo2B5t5DC7hGs86Xn/8yy7VlxnrGONxzmIOdBxkoDdCZ7byux9mPfCWoZorV+mri2jXSNaKqsk31VysIA6I4otqq4phO4ovuBR4tv5UI3aXlS1xavoRpqGI0iSSMQpaqSzww8ACHug4hkZycPqlawUyLuldXO1zTphWoSnQv8JKcrWOq54VRiBd5nJk9Q82rcX7hPO2Z9pvuRsM4vKE5C6idcj6Vp9woM7c2hyEMwkjNLN8YTmKayuc962RVb/krhJjDKGRqZSqxoG34DaZWphjrHbtthzaBYKG68JrPrzRfuqnb8LC/loHiwCveDO0kLx/aorl30N+8RrPOd85/h7NzZ2/o0JVzc8mIzB9f/bGqog7VP9qTS5MIIVioLJBzc4lxS3u2Hcu0SDtpoigikhGFdEHtOC2Lpt/EtVyGO4eToRthFKqebsOkmCkmI0A35nO3pdpIWSlMw0yeG0YhkRkpsxmhWsDCOKTVbLFSX2Ffxz4sU/WC+5HPUPsQL0y/cNPPJJ/K33CghxCCrJNFIjGEkUQBDGFgSQtXuEp4JcTx9eM9bwWJ5NzcOQ73HObi4sUtx4RuRdpOk3WypJwUjqnc6H589cevaQ2gzGzas+2s1FeuM5sRCExhMl+Zf83Xvx12o3BOc3egBVyjAZZry0wsTfDQvodo+s1kYlcUR3iBRzNostJY4eLixSTnuNEqZhkWCDjQeYC0pQaLuI4LPsQyVtPA4oA4VqHlIArUuE0sUk6KKIpAouZ0xxEIFc6fWJ5Q4emew6zUVhKzle58N1EcYRt2Yt7Slm5DoHLpruVS82uk7TRBHDBQGqDu1RksDjJbUVXzy7VlRrpHiKKIiaWJG960ZJzre8GllBzpPZKMDAU2GYls9IFHMsIPfWzTJozDpA7gZmxUt1/LpeVLjHaP0gga2IZKRRhC9Z5HkfJz90NVAFf36jSDptoR19V6N1IIW01Nu1WklOxv38+l5c3V54d7DpOyU7uS/wYt4PcyWsA1GuCpi0+xVFui4TeQUhm0INk0Xcs2bUa6Rjgze0YJloS11hoLFRWazafyhFHIfGUe0zCJZIRlWmoudhRhW6oHO4qVQEVShdZd200c0qI4UufGEcOdwyzWFhEI2nPtZFOqmtsQBl6kqtwlygO93CxTyBZYrC4y3DlMzs3h+R62YeOHPqYwKWVLXFq5xLH+Y5yZPcOBjgMUM8Wk/UsINXZ0tbHK/No8oQy3FNx9HfvUVLONManrn83G+ZZhEcQBfuCrXvj1tMBQaWhTDlwgaEu3JTcdGyY1QggOdR3Cj3waXoOaV6MVtDg3f+41fbcHOg9wZfkKfYW+2xLwlJ0i4ygv+w2znt62XiSSq+Wrr/m6t4NjOXqM6D2MFnCNBjg1c4r+Yr8auSklHdkOmkGTwdIgTb/JlZUrBFGQ7JB7Cj1cXLrIUGmImfIMQ6Uh5tfmsUyLgdKA2hljKvOVlMCyVLuUjCVNv0naSRPKkHwqn+y4L69eZqAwwGpjlZSVIpfKkXfzLNWXqDSV//nxgeNEUu2+G2GDOI7Jp/Lk03mEVKNFq60qhqFy6xsCfmXliho/KgSu5XKs/5gabSoj8qk8Bmo3m7JSFNIFuvJdeL6nzGl6juDaLkII5ivzuKarbiJCj7SjagP80EcgsEyL9dI6IhlhCpUDj2VMxslwoOMADV+Jct2rs9ZcY625dtPv57ZESqpQ/IaD3mvBEAY1r8bs2iwAR3qPMLk0STFTVLUKtaWbXGFneO9PvXdXXldzd6CL2DT3PFEc8Y1T3+DCwgWmV6eV+1bHPhp+g/H5caZWpyhlSxzrO8bFpYuUMiX+f/bePMqyu6z3/vz2eOZTdYY6NXVXdVd1Vw+ZSMKQMAUBubrQFwQBFQNGBS+ir8PF9169V71X1+tS0Vfv9SLKPIkIBBDxOgEBQkJiEpJO0unqqh5rHk7Vmc+ef+8fvz476aQDGTrpTnK+a2VV13D23nVO5Tz7eZ7v4Ac+I/kRjm8oU5CsnaWUKTGQHkAiWa2v0nAaZBKKLa4LNebsaa6FJkjqSXShU2/XCYKAocwQ9W6dlJUijEK6fheJpJKt4AXKe71Heqs7debX5zm+ocbsutDRdZ1itkjKTmHqJoYwcFx1QzI+OM5SbYndpd20nBYaGrlEDi/wyCayhCIkiiL80CeIArZb23ihR9JMquIsBUKqVDRdUx7upmbG0jkv8DixeUIx0M/s723DJmEm0IRGFEVxN7/eXKfjdZ6WznE4NxxHvj4ZTJenaTpNMnZGEQrPrBGWtpcumI3pRHGCG15ywwU5dx8XB/oFvI/nPA4tHooLESjp2KHFQ5Qz5fhrtU6NIFIM60q2gq7pWLpFx+9QypRoeS1FEtMs3EBZqw4mB/Ejn6XaEi23Fcd95pN5TGHiR0pyZJkWlnmGWe61MQ2TTCJDo9Og0W2w0dxgsqS00r2db1yUhGKbb7Y3eWDlAcIo5FT1FFKqtDHbUp1zj8XdI511g26saw+iAMdzYvZ71s5imzaZRCaORg1kQEQUm7WYhklERL1Tx9DUdYcyjP8TQnXjvQjT5foyoQzJJXNP06uqkEk8ttCS74eEmaCUKdF0mhzbOMbs2ixCCJpu84KYtwD81g//FpZhXZBz93FxoF/A+3jO47unv0sxXTzra2EUqv3imSW4bdic3DqpAj4E3Lt0b0xaGh0YZaW2QhCoDtPUTBa3FgllyHpjnV3FXTFxrOk2cQIHN3TjDjRhJvADHw2NnYWdmMKk7bZJJ9Jk7SwjA4qA1XWVW5sTOOyt7KWUKSFQI/HB5CAHRg6QslLsKipGu+M7KsRECI5tHGM0r1YEGTtD2kwzVZqKiXNCqJS1SEa03BZe4MW544V0AYFgaXsp1sLLSGJoBnWnzkBygFq3xkRxImajR5Ei72lCUxGrdhYk59RPP1XIJ/McW39soSXfC8O5Ybp+l83WZvyaSSlxAjXdqDvffwVwvvG6K17HlRNXPu3n7ePiQr+A9/Gcx3dPf5dap6aCKB4iN16qLbG3ogxKdhV34fpqtG5oBvuG91Hr1MjYWoviKwAAIABJREFUGY6vHWeqPIVlWjHrupApEEQBpUwJP/TRNI1ytkw+mafjdViuLyvplwyVuYgAhLLtdAIn7op1TccPVIxpJpFBSsmxjWMcXTvKRnODg6MHiVDsdi/waHQaOL6DpmkYmhET6iSSodwQ1XaVWrdG22uriQASS7eQUpK0khiayvXOp/I03SbLtWXFIDcMipkig6lB9fMoP/fp8jSZRAbHd2h0G+iajhcojbyuKcc5QzMoZUrKIla3mCxOPi2vayVXeVSb2MeDfDL/iDH5YGqQeqfO+OA4tU7tSZ/j8eL6a/q77z76BbyP5zhWaivcevxWbMMmlCEHxg4o73OpOi8/8ClnyizVl5RBi9BwfCd+054sTrJ7aHe86w2DkI7fIWWlsHSLpJFU7mhSdW6appG204zkRghlyGJtEVM3sXSLaquKqZucqJ4gk1CuXm7goms6hm6w3lhHINg3sk9130J1uK7nKtKaYWIZFkEUcHjlMPcu34tt2tQ6NXKJHEgopotkE1kydkax5IWBEzhYuoXjO4SRkmTVuyr5bLI0iR/6zK7M4vgOHa+DG7pUW1VCGZIwE7EN6tjAGFJKIhnhBi71bp2V+gor9ZW4kB5aOvSUj30NzWBvZe/5yReXsFpfxQvOTmwrpAusNlbPKbN7qjFZnGRn8fw51PXxzEWfhd7Hcxo3z98MQMfvML8+D8BofpSKq7Hrzln2L3W4tJPAaWxT0JMkwyVCXbDht/BNHb3Y4th4jrXpHZyspNANHUMYnL79Jdz6dz9CZ6tEprjFVW+4kbGrbsLCQkjVlWpo7BjcQRiFrNRXyCaypKwUUkr8wGcgNaCc1M6Yo1TyFaSUtD2l6R7ODuMGLtvONpZpIQMZF+AeipkizW6T8YFxNKGRslJxaIqu6Ry5+Sru+eKb6GyVSBeqvOBNX2T3C7+Dbus03SZpK42hq4K41d7CMizabpuNe17Nv33hzXS2iqQKVYZ+4M+olec4uXGS0YFRiukiTuBQSBfiEb0mNCIZnRXJer4xkh/BD/3zU7yB8cI4S9tLMdu+h4SZIGkkObl58ryc5/HgupnrnvZz9nFxol/A+3hO4/7l+ynYOfbcv8jBxTb7ljscWD7EcP1cntbb5/halVcB8O94hsbCjgJ32zP809yLmA/bnKJMq1rk5o9ez0uAmWvvoO23SWrJONRECrUjTlkpGt0GmtCotqqUs2VlTuK2CcyAerfOcH5Y2boKcEOXhJlgND+qtOBOjWKmiGUo5zGJZL2unOG2OlsU0oXYZGW7s83Rb1/Nkc/9LJGvOuj2VolvfvinabttLnnpIdJWmo7XwQkcZakqlI3o0h0v5/ZP3EDoKcvWzlaZU1/6r+wc/DiTV36VMAoJURIyN3QxNCUt65G9tjvneh6fHASCmWEVjfpY3doeC1JWir2VvY/QoOtCZ0dhxxPWpj8ZvGzvy572c/ZxcaJfwPt4zqJ78jgHPvR53v2NeUr1s7vCjqUxO5JiefcI3825ZIojkEyiJdMcW53F9iMm0xUG610mTlaZXqgztN5g6sQmU2zyBr5NhOAf+WHex7v4Z+813PG517Pn2tsxNcXgRiozF0MzYhZ6JpFB15Sz2nJ9mVK6RCFbQBc6fqTyphe3FxkbHItZ7T2zlF5oSsfrxPvmulNnbHAsDkhxA1VQF7YXOPUvH4iLdw+hZ3P/l36KvdfeofK7TZUoJqUkY2bwI5+7bnxjXLx7kH6SOz7/Y+zf+QEls4okDadByk5hm7ba458hgDWdJrZhf9+40seKwfQgaTPNkdUj5+V4PQgELaf1qB7q1Xb1vJ7vsaKUKV2Q8/Zx8aFfwPt4bkFK+OY34X3vw77x87wpUK5oy5Us357Ocu+wxeHRFKdLCSJNMJofZbm+zExliqNrR9kzNMLRfJ7p8jQbZlKNtzUNXejYrS4Tp6tU3/sqXsRtvJZ/4LV8hdfyFY6zi/dvvZPOdpMl0WA4qxy8kCCFcjWTkWSlsQJS+Z1XshXCKGSjsUHCSCi9dhSStJK03Ba60GMHNz/yGUwP0vE7ZO0suq6z2dxESknTaTKYGozZ5ZZhgYR29dxxne2tIggV4OEFHmk7rZzVIg/bsOlsnbuAuFt5DmR2kHcEUXcbk5Bup4bM5BCWiR8F7CzsjE1leqYoT/yllOyt7OX01mm22+e/q58oTihv+nO40WmadsHMWx6+j+/juYt+Ae/juYPPfx5++7fh8GH1uabx1QMDfO6FQ2y/4AoSVpL5jfl4R7tjcAcL2wuMDSpyViaRYX5jHiklKTvFVnuLfCJPFEY4kUPTiGjODPHF4g28t/obFNnkBj7ML/B+dnOCP+I/471H4/ZrpvnCm4rU0opwZukWbb/Nvcv3sn94PwhlTRpGIV2vy2B6ECmlGmf7apwthKDWqVHr1HADl3wiT8tpUcgUcDyHZrvJSn2F6fJ07L2eMBOkzTRtv83Y4BiHBzfpbg894mnKFKskTeXpnrJT+L6Pbdixl3u6WMWuCq7izrP+28VJ+NVzP/WOpXN6R4HTu8p8K9ehfUmZNV0SaU/MzCVlphjJj3zPPPMni4HkAHcv3v2UHf+Jol/A++ihX8D7ePZjYwPe/W74u79Tn4+MIH/+53mb9i0e0M8kbW0qvfBEYYJ8Ms/xzeNxSETGUvKtsYExjqweie1V84m8sgvVdUQkSFgJ2m6biR/8a2Y//+tUvRJ/zG/wJ/w6P2x8mf888ttcs3gvL/nWUS7/7in+5q3X8q+XDCorVSGZLk+z1d5S/uBmiiAISCfSGMLg7qW7GcmPMJAciMfk2UQWQ1OJZhHKRU1KybHNY7FUq6dVjqIIL/TQNI25tTlmKjNc/rrP8O+fesdZ43Ddcrny9Z/HD30szSKMQgzDIPBdXnR4kxd9e44/8PYxwiPHx6EQeKaGbxkEpo4WSUw/xPICEl7I3mMb7D22oTgDN56ka2ocHUnynakcX7i6xGbusbHTdxZ2UuvUOLb55DXe3wvHN4+f8+u2YT/hXPHzgfO1eujjmQ/xZHN2n05cffXV8o477rjQl9HHMwmf+xy8612qiKfT8Id/CO94B0erJ/jJD/7koz5spjLDkdUjlLNliukiJzZPoGs6Xb/L5eOXc3r7NDsGdgDqDdXUzTgd61T1FN6RN3LnjW/A2R4iXaxy9Y/dyK5rbmVgucrP/c2dHDysfLnvuGqCT/70tdRzNl7gKSvSM2zxjtvBMtW4u1cwdF0naSSJpCrIYRQqe1XDVDccESzUFqh1a1QyFZJ2koyVwTKt2G1N13T80MfUTY7d+iJu++yPqussVLn6jV9g74v/nbbbVr/T5iY/dPsKL//6EYa2HixaXcPibnk5/x6+kHuS03Rfs4bxQ6fY7G6TtlToSsJKqL18EKBtb3HJqsfOkxsUjpzk0lWHcvXB4wUa3LR/gM++YIg7d2XgHDarhm4wVZpidnX2rJCZpwoCcU4d+VR5ivXm+lnufU8nvvCuL7CjsOOCnLuPpx9CiDullFef83v9At7HsxIP77pf8Qr40Idgl4oC/fDNH+Z9N73vUR8+XZ5mfmOemaEZlhvL7Crt4tDiIUqZEhvNDYZzwwznhtF1nbbb5tjGMfYO7Y2zsQ3dwA98DN2g43VIW2mlBxcCDcGLvnovb/m7O0i6Ac2MzSd/8kX822UFCpliHL3p+EqfHcgAU1MjdU3TYk/urfZWbO4iUUEpvXjPB1YfYKYyExuuJM0kURSpUJVI/XzH62DoRmzi4vkeCAgCn70nqrz6pnmuvuMEZqBY3aulNDddN8M9l4yyMVZkpb1BNpElaSURCLzQi/PJE0YiJugJBIEMkJFECMHRtaMUM0U6ywtcstjmR767yXUP1DDOkMdPlBJ87oVl/uGKIu2EmoJUckpC92iEsvMNUzeV3O4cuGz8Mg4tHnparuPhmKnM8Kmf/9QFOXcfFwbfq4D3R+h9PPtwyy3wutc92HX/8R/DO98JD3HT+u7Cdx/14YVUgWMbx5T9p4BypsypqvIeH0wNstnaVCYvoR87rx0cOYgUUqV6SWUzKjUZG78IBJqm0Xba5FI5vvWK/dwxU+Q//s1dXHJ4hf/4199g/9XjfOiGazGsVBxkInUZW5I6oYOJSdpOx0x1U1eBImk7rRzfhMbc+ly8J3d9l4yVUYYvkQsBsbQrnVCP0YVO22lj6RaVmsubP/BVnndEFcpIwF2Xj/G1V+zj7n1DOKGH0AQZXTCQGlD+7JHEj9SeXQgR788dz6HWVSYyKSsVM+G90GOrvUVlx242diX46Ms1PrfZ4NW3nOSlNx1h16bDe76ywC98dZk/+Q/jzP3QtcxvHDtnTvhThYSROGcBF4in1Q724XjNwddcsHP3cfGhX8D7eHbhX/4FXv966HTguuvgwx+Ou+4ettvb3Hb8NnaVlD3qw2MmS9kSW50txgbH8EOfTCLD8c3jZOwMTafJwdGD6JqOEzixS1oYhdi6jeu7GIbqvr3QI/ADiukimqY8wkVSEEYhtU6NwkiJ3/nFF3HlP9/Jr/3zMtfdsUjRu4X3/+Kr8Oxk7GhmGcq6tJcxrqERhIGKPg2l6nqFxumt0+wu7cYLPWYKMyru00zS9ttoukbSShKFERk7oyRs0ZkOWQoMTeel35rlJz5zB0nHp522+Pp1+7jpZXtYGbRZri2zy0oQBdDoNGJ/8yiK4mvrut04cCWIAjp+Rz0/moHQBJ7vsdhYBNTaodap0XAa8fO+/OpJ/ugqk5c9sM31d9a5dH6L3/3iKW6fbfM7rx1hI2cxmBp8SnTkD4dlWHBm1SylZGdhJ4ZukDJTbLYvDPsc4FUHXnXBzt3HxYe+lWofzx7ceCO89rWqeP/Mz8C//usjijfArcdvJZIRJzZPqDzuhyBjq2Jt6VYcA7reUN3o+OA4m61N5aKmaWhodN0unq+ysHuZ2Do6CGUCkrJSSq8dSbZaW6qDi1QOeCQjlmrL/POLJ/iNdz2fZibBpYcW+eX3/iOyrgIyLM0iitRsWdd13EDZpvbMSgzTIJ/KK7OXMGBxexFLV57sSIhkpGxiwxDHdRBnWN8r9RXlVy50MutbvOfPv8YNH7uVpONzx/N28tZfu4q/eNUIxzMRs2uzlLNlZCQxNRNN07B0Kw748EIPL1SGM5utTZCqAA6mBhnKDmEaJq7vYmomuWSOS0cvZf/w/rPS3gSChJlg79gBNl7zMv7gPT/Ie3/6CupJnRc8sMnn/uIIb7mvS8dts7u0W1nDPoUwdWV4M5QZ4tLRSzF0gxObJ9A0jbXG2lN67kfDZeOXMTowekHO3cfFiX4B7+PZga98Bd78ZvB9+JVfgQ9+EIxzD5i+NfctQBWN1cbqWd8bGxgjCAMmi5Oq+Jk2q41VLN3idPU0oQyptZV0S2iCQqagyGOCmCAWRAFu4KoRrFRubxJJKVvC0A2SRpKEkcDUTfaU9zBVmqJ+YJo//s0fYWswxczcOr/6v76O5rjKcc1/8FimZqqiLlW0p6GpHXa1XWX/yH5q3Rq7S7tJ2+n4d5KR6oh1Q+fU1ikiGVHJVxDAVf92N//v73yZS+5bopW2ee/br+J/v/sVJMYnGM2Pkk/k2V3erXzSpbJpHc4NkzASdPwOhUwBpBo5B2FA1+uyVFui3qkTyQhLs5QhjGGDgFwyh0RimzZJM8mVO6/ksrHLuHz8cqIo4vTWaXShc3R9jr/dq/OmXzrIN/blSXd9/tNnDvNHH7mf5vwDT7mZiWVYPG/H8+LX7PjGcaXZv4CcoR888IMX7Nx9XJzoF/A+nvn45jfhjW+EIID3vAf+9E/P2nc/FEEYsFpfVW/GvUStoWmQD0aGCoQa+QYeza5iGk+Xp9k/sp/Lxy8nm8zGI+ggDHB9VzGWI4nQBFEUxfvziIjRwVFV4M/sskHJuxaqC0QyYqWxgiY0Tg0l+Z1ffwXbAykOzm/yi3/5DZIY2IYdu6iFUcjC9gJ1R4WN6EIxyscGx6i2qqrT72ypRLAzDGrLVGljXa9LKa3S0Ry3w1s/+R3e8YnbSTo+d105we/+wY9z+GWX4QQulq5uEoIoiDtn27RVrKnfpRt0ySVy3L98P2lb+aUX0oU499zQDXVt0sfUTHShVg1Nt0nX6yqegG4QyYhIRuiazkZrg6ny1FmvVzVr8t/edin//c17aCQNXjzX4NMfPIa47/6n7M+pl9neuwFxAxX9umdozwUbnwsEr9rfH5/3cTb6BbyPZzbm59XY3HHgHe9QMrFzSJB6OLR4iPuW72PP0B72VfZR79aZX59nOD/M3speXN9lqjxFGIWkrTQnqicQQtD1VRZ3T14VRAG2YaPrOrZho535XymKIrp+V73pI4jCiKH0kCKkiQcJaRk7w3hhnKSVVJ7noYcbuHTGKvzeL7+UZtriikOLvOmj36DjduJReDqRZmxgTI3giWh7bTShnOAWa4vsLu8mYSTQNI1sIqt20meKpW3aCCGQnscvfPgWrvvaYTxD4wM//zL+8t2vYiutcshBhXX0XN6SVpIwDAnDEN/3WW2skrSS8Zg5itSu3rbU8SvZSux9bmomXujF7PiUmSJlphCIODdcFzp1p86u0i5M3aTjdsjYil0/U5lh19Bubn7BBG/9lSs4PFNhoN7lQx+Z5+BC+yn5kzowfABd6EQyoht0ObZxDNtUr/VqffX7H+ApwJUTV1LK9i1U+zgb/QLexzMXUaR23c2mIq69733fs3iDGp9LKZnbmOPI2hEmS5McGDlAw2lwYvMEoOIot9vbcec1XZpWe0+hRqthFNJ2VeGUUtIJOjTdJgu1BWWrqunM3fJ8/u49f8Qn3vExPvOeP+T4LdcAquvXNPU4J3BYa6ypmwJD7ZaP3/oi/vp/f5JXtG+mS4KXf/MoL5jdJIxUbrjne4o8h7pxSJgJknYyLry5ZI6m03yQ5CYlpmHS9VQhSmHyS3/1LV5820m6tsGf/dpr+IdLB0ATWKaFqZsYmkGtXcMPffxIZZGn7JQafds2lVxFje4jyWVjl+GFHk2nSRgqlnjCTJA0k0pKd4ap3/W73L1wtyLzyRAv8JQJzhmzHFu3SRgJGt0GERG7S7s5OHqQlK1iWUfyIyynJD/35lFu2pcn0/H4y48e5fJTrfP6J1XMFAkJcQOXrt9FQ8MLPSYLkxck97uHV+575QU7dx8XL/oFvI9nLv7n/4Sbb4bhYbXz1vXv+5De/ruHE5snOLxymKnSFC23xURhgoiISq7C/IaKF03aSTKJDG7gstXeIogClf+taWw2NklbaXKJHJauivvp21/Cdz7xs7SrJUCoNLKPXc/8LS9UI3Shxu9JM0nGzpC20uhC5/RtL+FbH72edrXEnTyf/8bvAfDTH7iDtOOTsTOYhiqwXb8LEXTcDhvNDY5tHGM4N0zX7zKWH8M2bBXG4bYQUo3apwZ38fYPfYOr716klbL4vV+9jrunByhkCjS7TVpOC8d3VJdsp1ROuWERhqFaKwiB67mkrTRSqnVBb8RORHwT0fW7cRa6G7pxjvq+yr54GtDxOvHv0fE6mIZJ22sTyYhsUjnMGUKx+Xs3Iwk9gWdq/D9vmeIfLy+Q8iL+/BNzzCyfH1c0KSUThQmQKm0siiIiIkqZEmEUPoIv8XRiT2XPBTt3Hxcv+gW8j2cm5ubgN39T/fuv/goK5w7meCgWtxY5WT35iK8LBAvbC4DqHntj0p58SEpJKVPCD3zKmbLyA7fTdL0uhXQh/tmh9BCmZvLdL/z4I9K6Qs/m9s/+XwRBgB/4VFtV6t06STupRuCazj1ffPNZj/v/+FVu4Roq3SZv+pvvxB7YQRQgkfjSp9atkU/kkUjK2TILWwvYlq0KLA+O/jVNcP3f3sGLbzuJYxv8ya+8itW9O1RRDlzSCRU/OpAaICJSMioBjueg6RpOoPzhezcGQgjEQ+zQ8uk8KSsVPxeBDAhRI/KG02CztRnr5Jfry9imHXf7vYmEG7pK446uWO1+W5EBI5WNPjIwoqR0uuB3f2ySfz04QMaN+F8fn2Ni48lnjE+Vp2JTG9u0Y5JgPpG/YMljPYwNjF3Q8/dxcaJfwPt45iGK4IYboNuFt74VfvRHH9PDbp6/+Zxfnx6aptatxezqieJE7LNdTBdxfZcgCsgnVWCIQLDd3o6NS3rSsG1nGz/0aVUHz3me7nYZ27TRNI18Ko/ne2hCU6Px0KP1sHSwCJ2f4SN0SXDdLSd43v0rOL6DF3gkzAS2YeP4Dsc3jpOx1IRgz5Dq1Lp+F9uwGR9Qvu2vuPUUr/z6ETxD472/+DKO7y6BhJSRwhDK9a3HAq+2qkgkbacd7/e7XhcvVFavEokf+HFSl9CUuUnKTqFrOtV2NSb0pawUhXSBoewQhmYQyIB8Io+t21TbVTRN3Qw1Og1kpNYLvWLp+sqitmcxW21X2Tm4Uz03muC/vXEX39kzQKEd8EefPoblP/EccEMzYn25JjSiSBHYtjvbbHW2npD2XErJYGqQqdIU+yr72FvZy77KPqZKU4zkR0gYie9/EJSkrR8h2se50C/gfTzz8NDR+Z//+WN+2MPH56C6796b80ByQKVbSVU8hrJDbLQ2WKovKV9wNMVAB7KJrGJqE9HyWoQypJAu4EUe6eLWOc+fHNxQu+IoVCS5RBov8MgkMnS9LpniI7u8o8zwP1L/BYC3f/QW0l0fP/DZaG7gBR6TpUk6focdhR1oQoulXgkzwdz6HGEUUqx3eetn7gTgY2+7hpOX7SJhJtA1XUWZ6jpCCEzDpJgpMpgZxPVdbFNJvyQydnPbbG/SdJpstjdxAoekmYy16U2nSTlTVnyC6glqnZqSrwk9NnTRNZ20nY4jWKVURjSGYTCYGlTEMb+LoanPk6ZaXyBhd2k3KTsVPzeBofGf3jLJQjnF1IbDO2964iPuyeIkaStN22nHRjlCE1Tb1cdUvKWUFNNFpsvT7KvsY6IwQdpOs93Z5tjmMY6sHeHo2lGOrB3h2OYxVuorOIFDykoxmh9lujzNTGWGvZW97CjsYCA5QM+GfSg7hPYoqoo+ntvoO7H18czC9jb81m+pfz/G0TlA22lz56k7H/H13eXdHNs4xvjgOAC7yrvi7ntsYCx+Y250G4Smko2l7TQdt0PaTuOFnkorQ7Ld3qacLXP1G77Atz96PcHDUr6uffM/4EufMAhpdBvkkjkaToOUkcILPK56w43c/JHrCf3EWY+77ScrzH29zJ5jG7z+nx7g0z/2PAqZAvVunXq3riRbZ/bMjudgmupmY2xwDE0I3vnJO0l2Pe66fIxbr92D77toaLF+3dAMWk5LabXP3LwYmgESHN/h5OZJJooTZBIZ0naaltNiIDkQe58nTbUGmFubY2dxp2Kpm0llhoNQyWa6FbuxdYMuQGzGsrS9RCFTIIgCoijC1tXzpms6YRTG+/ZDi4dIWsmzXj/H0vmd1+3ggx+c5a3fWmH+xZfyr5n6OTO8Hw35ZJ60nSZjZ4iIuH/lfg6MHiAMQyaLk7HqQEoZ698jGRFGIX7oY5s2S9tLVNvVeHqga7riBnwfdLzOoyab6ZrOYHqQhJl4MMe9jz4egv5tXR/PLHzsY8pp7VWvesyjc4DbTtzGcH5YkZQegh7xKm2nmd+YZ6u9Fb+hhlFIKENOVU9hGVZctHt7W13TQYIfKaZ1MVvEj3yGr/wq11z/UVKFDUCSHFznpW//OKNX3cSAPcBgapBKvoJEKgJcKkcukWPH87/FpW/5izOdeES6uMmLfvpD7LzmVj77U9cC8JJvHqVTU0UiZaWotqtMl6dZb64TRiGWabG4vYgTOHT8Di+46TCX3bdEK2XxgZ+6GqFpaJqG0EQsKwuiAMu0SNkpcskcCSPBfcv3cXzzOCkrxf6R/UrffcayVUbKOrXnVtfTm+8b2YelqyIznBsGSUzaa3ttnMBR3bZmkLaUD3soQ8rZMmkrrbTxtQUG0gOsNdaoO3WcwKHpNHEDl30j+9RxH4ZDOzN86toKuoS3f/Cb5LA4MHJA3YR8D+hCj4l1uqYc96qtKjOVGYIgUEX4TMrckdUjzK7N0nSbzK3PcWzjGCerJ1mqLan9/cMiPnvqgCeDUIZstjY5tnGM+5bue1LH6uPZiX4H3sczB1GkpGIAv/iLj+uht524jcVt5cM9NjCm/MWl5GT1JLtLu0kaSabKU8yuzQLKQrMXxDFRnMD3fcU8R3ma98I5bNMmiiJ8fKIoYqG6wNjAGHtf/O/svuZWdE2n6TTVqNnzEELgez5BFJCzcwRRQNttx37nV/7AAxx46S9jaib3r95PpJmE0RSzO/Mcnyyy+2SVH5pt8fWBLl2vq9zZdPOsgI2R3AiWaVGqObzlb28D4GNvvhK/XKLjtmMGveu7SCFxfVeZtoQBQRQQhAEzlRnm1ue4e+Fu9g/vZyg7xAOrDzCcG6bpN0kH6fiat9pb5OwcmqZh6iY7BnfgS5+G2yCSEZlEhrbbJmWllH49imKTGAN1M+SFHikzxcTgBEEQUMqUMAxD/Wykss47Xoel2hJ7hvZwsnryrLCR979ylJfO1pjacPiJf5rjb1+fxDZspganFOs/DGl7bXRNj81olraXOLJ2hKt2XkWtU2MkP6I6flTHH0ZhnAIH6mZkqbb0iL+tnh7+oWi77fjm8HzgjlN3cOXElefteH08O9DvwPt45uBrX1Ps8/FxZd7yGBFFUazxBliqLXFi84QKF0Fg6iYr9RWSpuqYbNOmkCnERiY97XbCTKggkm4Nx3dwfEeRuIRQJK/AY6I0gW3acVeuCQ1TM0mYCXKZHIZuqK5VSnRD2a7qmtoFL9eWFRmusx07uk0PTZOyUmiaxtdeMQPAdV97AMuwOFk9yWRpknuX7lWEMKEKqC7U+PZtH7uFVNfnrivG+fYLJ9E0jZStjtX1u+i6HhPEEkYCS7ewdIvN1ia2YTNZnGQ4N8yRtSNtAiNwAAAgAElEQVScrJ5kJD9CykpRTBWxDTuOTnV8h2q7GsvAVuorhEHISG6EbDKLH/oMpAcwNEOtJwSsNdfwAg9dU4zzni5eIuNi7QfKOEfXdObW5+LiObc+RyVXiXfEAK6p8d9fP0kk4PqbVxmfX6HttZldm2V2dZa15hor9RUWtxc5snqEU9VTBFHA/sp+mm6TWqcWv55e6MVMeymUAQ8oL/yHd9rAWWz8pwrnWv/00Ue/gPfxzEGv+37nOx/V5/xcOLJ6hCOrR856ox3Nj7KwvcB0eTrusg6vHAZgqqTkRGEYql1nqIp2JCNMw4zjMSMZsdXeQkpJIVVgdn2WexbvYam2hCa0mCXuBorF3ug02GhusNZc40T1BHeeupNu0I3tULN2liAMKGfKtN02lVwFXeh0/S6RjLj9+btopkymjm8wMr+CEIJ8Mk85U2Y0P8paY41IRmiaxtj8Mlfev0onafGpt70U20rQ9RWTvNqqxlappm6StJJKKhaqAlZIFzA05dw2mB7k0rFL6XgdTldPA8QdvBd48fUOpgfJWBk2Ghv4oY8buRxdP6oyzIUKfrFMK9ZZF1IFBlODNJ0ma/U1NE09XxHKVrX3/EopaXuP7GQXtxe5dPxSZiozsT3tvTszfPqaIXQJ7/z22YTAZrcZu8H1MFOZoeW3MITBeGFcdd9CRcEiULavThc/UJ1+Tyb3cJyrqJ9vHFo8xHb7qU9h6+OZhX4B7+OZgcVF+NKXwDTh537ucT30ptmbaLtt9o/sZ29lLwPJAWxT+Yvruk7LazE6MKo6L6E6r6bTJJfIKQ/y0KWQKuAFHh23o7rEyMfUTdYaa9ScGg23wSUjl7B/ZL8iZIVBnEhWSBXQhR4nbpUypVgWdKp6inuW7qHltihkCri+i67rWIbFcG5YdfiokJSGHnDzi5VM7AX/dAdD2SHuWbyHTCJDJpFRPx8G+KHPK2+aA+BfrtnB9kAiLnIykgykBwjDkI7boek0H+zcpc5aY41cMkfX71Jr1ZRfeRQxMzzDSH6E2bVZVhurGJpBvVun4TYQQpC2VHhKOpEmZaVwfZeO14mvXQhBGKpiHkRBPH5P2snYunatvoYhjFiDrgkVgeqH/jn32Q+sPEDSTLJ/WL2uAsHHXzKMrwuuPrRMpe49+MOCmNWeT+aZqcwwuzZLo9sgYSZAKsMeIc+8/l219tANXdngSkkYheyt7CVlnl3IW+75dYM7F/zQ57N3fvYpP08fzyz0C3gfzwx86ENqB/6GNyj52GOElJLDK4cZzg2zVFtCF7rSea8fY3dpN7VOjWqryv0rKhxjz9AeLF2NzkMZEkSBYmzratxtGmpE3XJaLNeW1b5Zt3B9l5aniF62buMFHq7vKt126NHxOoQyxPEd5tfn2WxuMl2eZig7BMDC9gJ3nrqTlKWsQ3tSplqnRihD/MAnCiO+8QP7AHjNoSoT5iD7h/cr1zMzGZPFcp2A539Hucjd9urnYeomUkos3VJsdTTcUE0FeqEnjU6Dre4WI/kRmk4TL/AYHRhFRlI5kEllM7p/eD+1To27Tt9FMVNkrbGGqZvxDY2lW6SslHKKAyV/6g0+BPF4XNeU17ghDASCttdmKD8Ukwa7Xjcm2I0PjHNw9CCXj19OMV2MX9usnUUIwUZrg63WFlPlKapZk+9cMYom4afu6TCQHCBlKn26bdh0/S71bj3mOtS7dbXrPqM3D6S6Aep9Diplbig7xNG1oxxdO4oXeUyXp9lZ2Bl7Ajwd+My/fwbHf/KGNX08e9Av4H08M/CNb6iPP/ETj+thG80NNpob5JK5WGfcdttqbKxpbHe2GR8cj+VKWTvLZnOTYqZIy2nFhiVdr4tpmAgEjW6DtK1CRRJ2gqNrR8kkMuQTeVzfZam2FNuemrqJaZhEUgV+LNeX1YUJmN+YZ62xxlRpKmZXm4ZJy21hGRYZO8NgehAhlCFKwkpwumhzeEeWhC/ZeWydtJWm1qmpDleGZO0sL73lOJYfcujgCAtFG8/3aDmt2HimJ+vqkdYczyGbyDKQGojH9ZlERnXnmsZEYQJd01mpq7H9pWOXUsqWeGDlAfZX9iupWOArBzdTFfDe2FtKSRAEysvdVfapQRggpNrxb7eUIU4hoWJJozBSkjU7Q6vbikmDjufQ9buM5ke5fOxypkpT7Crvwgkc8ok8uWQulv999TrFFfjh25YYTZXo+B3F0NcfKcMqpArx/l3TNCSSUCr1gTjjqy8QjORH4s+DMGB+Y57TW6cZHxhnemg65k88lah36/z93X//lJ+nj2cO+gW8j4sfUsJdd6l/P//5j+uhQ7khPvL2j/DqA69WmmnNoNapsW9YyYf2DO2JWca7SrsUozqVU/vtzhZSSDKJTPzmHRHFnwshsHSL/SP72WpvsdZU3ejowCi6rqMLnUCquFFNKBLcwyGEiI09Lhm9hCiKMDSD1eYqDaehPNONZGxuogud+0bUcaYWtun4HUqZEgKBIQxkGPKKm44A8PUf2E/aTiM0QSaRIQxDJYGTGrZpk0/nGRscI2ElcANXje+FTsJIsNHcQAo1NnZDNUnoFfLT26fxfI8rd1yJH/lx0e+N+y1D3RwkrSSRVFaqQRjghKpIdgMVR6oJjVJOrRK8yMPSLWzLJpIRQqhrtk2lCdc0Te2gBVQ7VQxD3Qh4gae86Y0Ew1l1EzQ3U2F+KMFAw+GF9ywzWZwEiINTHoqxwbGzTFJkpLTevaAYS7cwNfNRO19N15hdm8UPffYM7TmnzO2h2FnY+T2///3wqds+Ff+99tFHv4D3cfHj2DGo12FkRP33OJGyU9zwkhv4wru+wCsPvJKO34nJZvct38fR9aMARDJS0ZlRyInNEwymBlX37XcxdRNbt+l6XVqO6gw7XgdTM2l0G1RyFYayagQspcT3VOduCIMIZQN6fOP4o15j74agN+oupApx+tVdC3dh62pnv9HcYG5MucHtPLEZs8j90EfXdPYfXmJ4vclGIcWt+5U5Stftqrzt5gZCCDRdo+E0Yhe0KFREvR6z3NANlYcdRTTdJmuNNWX16rbYbG0yWZhkujKt8tLPaLSFEHTcDpvNzXhfnTASdNwOXa9L022CVD7uQ9khJb8jiuNVe2N4L/AQUuBHPoZ+xuKViJPfuZbP/Pof8tEbPsxXf+dDnLj1GpBg6RZpO63Ihckcl45digS+dmbV8LJ/uy/uvHs8gB6GMkOxWUwYqbhUKRWz3jIs9DPhOLquP2oOeM90JogC5tbnWKmvMDYwxnR5+hHnA1iuLT+mv9lHw1Jtia8d+dqTOkYfzx70C3gfFz/uuEN9vOqqJ3WYTCLD9ddcz5ff/WXeds3bztIRgyIj2YbNan2VqfIUSStJ2kpj6iZ1p47v+yStZLwP325vg1BdvpAq/zptpXEDF9NUOdhhpLreQroQG56cC/lEPrZCDWWIoRuUs2WCMODA8AG2u9u0vTab7U06l+4HYNepqipeusnC9gKhDHn+zWq3e/N1+0gncnHwSa1bo5QtxUQ927CZX5/nxOYJIiJSiVQsq/NCj0a3AULtmUfyI6StNJlEJv49Ok4Hy7AYyg6RttLq99QN0nY6/p12FZVlazlbJpfIKftWocxRWk4LTWj4kRq995zNhKakW0I+6DF/5OaruPUTN9CqFumlu93+yZ/n5O3XYut2fOORMBM4noPnedz78stxEiaXHtumNa/UBQ9Xe43kR+Ibl1CqrtYyrTgmVkgV9CIjpXU/Fx5epIUQLNWWmN+YJ2WlmBmeIZ/Mx99/PA5xj4ZP3PoJpHz0v6U+njvoF/A+Ln7ceUYD+yQLeA/5VJ5feuUv8ffv/nve8vy3YGomQgi22lt4oaeIXVLS8TpERCo1zExiWYoEpgvl613Oljm8fJggUFpwBHHKVoSSaG13t4mIvi/5aKI4wUZrg67f5cjqEWqdGrqus7C9gKEbuIGLZVjsGNzBbFHHMzQqGy3SHY+IiB2DO0DCviXFiP7u/gqhDKl1aqStNEkziSlMokhJsxJmgqmyCtWotqpxdnhvAlHOlskmsnT9rvoeknpHPQ9hFKLpWmx6oms6ju+oQhipggiw2d5kvbmOqZsITcQrhDAKVaiL0PB8RfDzQx+JxBQmjvfgc5W0ktzzhTedO93tc6+j4apJgud58Yogn86zpfsc3a3G8zMLTfWgh9S80bxacxi6QSSVWYyu6xhCWciGobLNNXUz1oGfC17oPer3Wm6L2dVZWm6LmcoM3+P+7XHh8Mph7jp91/k5WB/PaPQLeB8XP85zAe+hmCny0j0vJW2nOThykAMjB6h1aqoAS1W471u6L2YyRzLidPW06lCdBou1RXaVdrFcX1akJ6nysjWhXM4WthYoZ8qqwIQek8VJdpd2P8L4o2dJmkvkaHQb7CrtQgiBF3hUchX80CdtpdlsbiKEYKG1ysIO5QE/dnwNP/DRhEZ3a53h1TqBrjFXSaiO2EqDAFMzkUiW68tKlx6o4pRP5hnKKdc544y2vve7eoGnfncrpYq7maTRbeCHvpKHndnzCyFImkmObx5ns6XCTkCtLjZaamzf29/rmv4gqx6179fQ4t9BaIKkpc5zbPMYc2tzj5ru1q4WSdtptjpbcQRqwkzg+A6WbrGwqwzA5euqu4671jOMej/047hSy7BUvKluoOkahmFg6iahDM+5O+/hsUjIwihkdm2WidLEWd34k8Ff3vSXZ7nv9fHcRL+A93Hx49Ah9fHK828l+fFbP06tW+Nk9SQCwWBqkNGBUWbXZpFSMlOZ4YHVB9jubLPWWCOUIWk7TS6ZY2xgDNuwGc4NK+MW08YyVZcukQznh1mtrdJ22pQzZQaSA1iGxcHRgxwcPRjvZneXdtNy1Uh5OD/M3PocKTNFtVmN3/CFJkjZKdJWmktGL2FxUsnPJpcbWJqFH/rMrHbRJCyO5UlkVFxpwkrQ8ToqttTvMD44rqw/BQip7EK7XpeEnoiZ+BKJqZukrXTMIo/tVwNFaOvt3R3foeW2OLJ6hInChJJfnelKLc06Ky9dCMU8d32XhJlQ7PXIJ5AB2WT2QZ91oTOQGYhjTu2B9XO+dulilSBU8aQ9vbgf+coZz+8yv2MAgCvWA64Yv4KkmWS6PM1l45fFaWg9r/Me/6B3rVLK2Oim2W0yU5lhpjLDjsIOMnYm/pnHEzN6qnoKP/CZKk09gb/Us3H3wt38/ld+vz9Kf46jX8D7uPjRaKiP5fJ5PezR1aPcu3Qv+yr7yNgZjm8ep96pg1AZ4eMD48xvzqtISzvDdnubP3nfnfzfv/8FQMmJlmpLHF49jK7pqpsLfRrdRlwAetalvaKeNJNIKVlvrJNL5NhX2Ydt2iSMBFEY0ew2qWQrAIwOjqpuXcBWa4u2q6xBZSSpZ5T/ttV2CGWIaZjsXVTd4MKuinpjF+AHSjKm6Srus+2qjG9TNwlFCEKNgbPJrNofB15M0OtxBHpWpz3HuaSpfMajUHXQpm4yWZ6k63XJJrIMplTH7AYu4wPjNJ0m9yzeo5jovhMnlBm6gaVbzK/N03JbMWGtV1zHBscopou84Me/hG6d7XamWy4veMMXEULghi73LN5DJKM4XS1pJVmdHgVg4mQVeSbHvLciMIRBy23FWv3eikMgYgvcIAqQkeTo+lFlybo2y8LWAi23RcbOMD00/QgexfdDx+8wvzHPnqE98arhicDUTebX5zm8fPgJH6OPZz76YSZ9XNwIQ/B9EEK5sJ1HfOI7n2DH4A7CKGQkP0LOzpFOpJldnVX65+IE0+VpIhkxvzGvCq2ZJIgCWk6LtJWm2q6SsTN4oadGy0LE8ZORVOSs3gg6iiIilDxtND+KEMrA5PTWaXYM7lAFzbJAqojN0YFRmm6TjJ2hlC2BPJMNLTQ6WgRAMlI3B4ZusOOk6lRnx7MqgtL3cCM3dowbSA8QBEGsSdd1xcDOJ/NIKUnZKXShbkR09Nij3dCNmIwXyCC+CdF1XQWYYDKQGEAi8QIv1lx3vA5JUxEB94/sV5Gr3W3SVpqIiLbTVjK8UWVG0+vSncCJCW+60Bm+6qtc7rU48uXr6WwVSRe2uPrHbmT3NbcTRBqWZnFw5KBKWUMgdEEURqwPJGlmbLIth0K1TX0ojx/4mIbJdmdbOc55XZWEFqqpAqji6AZuvB/vSQgfirb3xMNKhBDMrc8xmBqknC3HITuPBbZhs6u0i4XtBY6sHuGdn3wnl41fxiWjl/DGq97IUG7oCV1TH89M9At4Hxc3usrRi0RCFfHzhNX6Kl+f/TpTpSk0Q6Pltmh7baSQjA2OoWs6JzZPoAmNnYWdfOAjc0gp2XdUFcnf/tOvE0YBP/O2XUyVpohkpEbOQnJo5ZDy2e62GMoOqR2wruRklm5RzpYxNZOm26Tlqp85XT3NUE4xut3IZbI0qcxFhMbStgrxKGVLaEJjfmOeVyeVnafuPtgdT51STOmV3SO0nBambpKyUizXl0lbaY6uHo3zuouZIkIKqu0qw/lhWk6LltNiMD1I223T8lpMFCY4vnmcsYExtRsWGhaKpd0zZknaSQIZYGKqtC9dBakMpAZUQEjgYGhGHC9ayVbOGlkLIbCFyiF3AodAKpMXaaoJQiVXIYgCDr70HoauuJ60lSafyBMS4vohuqHHz6/jOWx3txlMDaqi7Ducmihyyf3LTJzc4N6hAXXeSMn7NKEpaaDfjYl1Ha8T6+KjKMKPHr3DPpeu//Fgu7NNrVNjZniGo6tHv6dKAdSqZbm2zJHVI/HXHN/h9hO3c/uJ2wmigF9+5S8/qWu62CGl5Et3f4kb77qRl+99OT906Q8xOjB6oS/rgqFfwPu4uNHb8Z3H4g3w6ds/HRt8dFwlicomspi6yXpznY3mBpVchXKmzLHNY2pP/BC3LTdwEcC+yj7qnTont08qM5H8MHuG9oBA7Uof0pV2/S6hoRy+IqG681K6hEQyUZ5AIJTl6hl291p9jR2FHYrFLUTsSjY2OEYklOuYdiaPXIs0yuuKPHZ6OEPCTCjS3dZpUlaKXCLHJWOXqK46UtckhaSULsVa7KHcEG7okk/l0TSNiCg2HtE0Ze2qa8qcRkqpPiJxPAdpSqVVNwxW6itk7AzrzXWyiSy5RI6O38HWbKSQdHy1k+9ZuwqEugnQTUzMeHStCS22XU3aSSq5CqZmous6jXZDkf8igTAEOjqGYagJxZlrBzg1nOGS+2FgZUuNxjUNIQXphCrwuqaTtJK03TYBynwmkAGnt04zMzzDZv3c+m84d4zo44VEMrs6y2h+FDdwqbbPDmExNZPJ0iQNp8HxzUf3EQD4P/f9H979inefZUzzbILru/zhP/0h9yzew6nqKQ6vHOYT3/kEV+y4ghtecgOXjV92oS/xaUe/gPdxcSNxpstxHFXMz0MhbzpNvvjdLzJdnsYN1d5a13X8wMc2bHLJHOMD49x1+i6klEwUJnjvf9nB4vYif/b+LgkzwZ/9xn9AIlncOk0kVdgHEmbXZkmYiZjg1nSasTOZpVkYuoEf+XR8NV7ebm+TTWZxHZekpXbLmlBxnwkzwdL2EhJJMVOM07qiMEJz1E64aygWexT6GGFEJCCwTUQUoRtqjywQSsce+JQyJUxDEc2EJhCaUHtpTXXEtq400Rk7Q7PTJJtSpjG9TG5DU97lvlSdqaVZRGYUM9JDGTKYHOS//sm/0fE6/MLPqeOXMiUiTU0gegYvERFapBEQUG1VKWaKBIEKgdE0jbbbJpdUrnie57HtbDOcGyaMQjJWBlAFMCLC1EzqzTqFlCLN9cxYwqT6+8lEWiwTE5rgxOYJimn1nHqhh23Y+KFPKJQWXheKeb7WWDvnCB3O7ez2RLFcX8bSLfZW9nJ07Si5RI7RgVFOb51mbn3uMR1jo7nB+7/xft71inedt+u6WDC7OstffeOvWGusPci+l8pJ7+b5m7l5/mau3HklP/Pin+FFu1/0qK/Zsw39At7HxQ3TBF1Xu/AgOC978BvvuhFNaBzfPM5IfoSN9gYVoXTTPSa0F3pMV6bRhdJit9xWzHbu+g7zm/PsLu5msjiJRHKqeoowCpmpzBDKkISR4P6V+xnJjTCYGmStvkYxW4z1xb1dr2mY2IatioFUNqGRjCikCgxlh2i6TXShkzSTaEJTBcgSNGtqlN+QqhDrXfWm5ps6EvAjD91X3a0TOLGTm+M7aKGGJjTuX74fQzOYKk1hm8oM5cTGCSZKE0oWp4lY8tYrakEU0HSa6vuo1DbbstGFyvWudWoqXvPMG+glo5fgBR4r9RX2lPew1d6ikC7EevEgDJSlaqZEFEWgged7Ks7UsBFSxNGsw1k1hm84DYJI7eJNXenGdVtX04wzTmoyUuP5wFRvcaYfoaOmB4Y0YuVA02mSMBKEQkXH2oYa5w+mBtHQvmch6O3Mzxe8UHnW7xnaw/zG/Fmj8seKD3/7wxTSBd7ygrec12s7Xzi+cZy5tTlefeDVj2lSsFxb5oPf+iBfvufLZ60YkqaayMyuzsZfu+v0Xdx1+i72De/jHS97By+ZfsmzdhrRQ7+A93HxI51WTPRa7Ukz0b3A49O3f5rd5d1stjZJmkkGEgMkzAR+pOxPe25cSEBT/tWRjNCExs++3aGcKTNpp1ncXsQNXHaXdzNRVDnXp7dP03SaXDZ2GTOVGRrdBnedvouZ4Rls3caVLplEBsd34hSsXmJZ2kiDJI4aRagdZzlTpuWp3GqE2gMORYrBHKVUh2kF6s0tMHRMw8T9/9l77yg5zvPM91epq3MOEzEzmAiAAJiDKJLKXtmWLSpLtqlky2uv81r2Xae9vrt7ZDmvvUf22hJFUYEKlCjJlixRkk1REgkGkMjEYIDBYDCxZzrnivePb7oIEIEJtER6nnNwZtDdVV1V3VPv94bneTodQv4Qq7VVAhuDd2F/GAlBHVssi7665VhM5wVlbiQ9wtbMVk8VLayHvSEux3UEf9s0hbmI2aYv1oeLK0rWrsiu/+T/PIQsSUxMrwLwO3/ydWRJ5sO/+3qWK8uE9BCNTkNc443tHNcRJXNZRnGFFnuhXiAVSVE36gR8Aa9CsN5YJx6Io8qquKG7eJrrLi6yIgbZkMW1s3ziFuczLU/m1sEBV0yEB31Bap0nrWNtx0ZXdCKByNOqpjnOcw/gW5JbBJVOkoSYjdmk3Cw/aXbzPPAX9/4FyVCS1+143fPe16XCUnmJrx34Gh/7/sewHIvPPfo5PvhjH2Rb77ZzXrtQXODB2Qf52oGvcWjp0DnP56I5DMtgrjB33vcqNUv80Vf+iFsmbuH3fvz3PD39lyI2A/gmfvSxfTvs2QP798NrXvO8dvXNw99EV3Rc1yUdTmNYhudhbTs2siyzXFxmJD1CNBClY3WQkb2e8lByCMd1KDVLwrREVjhdPE3LbDGWHWMiO0G1XaXUKrFWXWOiZ4JkKMlSeQlFUrzBLVmSsbEJ+UI0zSYRf8SjjHXMDrV2jVgghiIpTK9OM5WbwpVcz/5zfLkJwNqgmEqvWuL/suN6vuNts00qlBLleNXvqa3pqn5Or1WSJO+GmIvmvN58d0DOdZ906dIUoehmu6JX71iCviXJG3ruZ++ZltlienXayyy3926n0Wlgd2yCelC0FIwmftWPoihIrkQmmsEwDXyqD8d1vF55IpAQ3OxODQnBjbddoWXeLWm7uNi2TaVZwbVEqd9WhK1pvVUXg3aqhiIrNI0mET2C4wjTlUQwgeVaogrgu/jtsWN1Lvr8+ZAMJokGohcMPpcCLi5/9JU/IhaIcd3W616w97kYHMfh/pn72TO7h9m1Wfae2ktvrNdbFB1YOMBtH7uNK4eu5JaJW+iL9/HwyYfZM7sHRVbwKT7P8vVMjGXGmCvMXXBx1RUckiUZxxHiPi9lPG0AlyTpduAngbzruped5/kEcDswCrSB97mue2jjuTmgBtiA5bru1RuPvxX4f4FtwLWu6z56KU5mEy9RXHWVCOB79z6vAO66Lp988JNkIhlaZgtd1ik2i8T0mOek5TgO6bAoxZq2iV/x4yDER2RZ9nrUEX+E08XTpMNpWmaLHX07mF2bpdapMZ4dJxlMEvPHOLV+irbdZjI7ieu6HFo+xK7+XczmZxlIDGDaJvlqnv54v8iS9TD1Tl30fnFIhpKeVreu6FiShSrJDM2LAHxiSxwJiZUnXg/8E2rb5dO/9b+44k13E9/xNaJBkVl2M+Rys0zTbF70Oq1WV6l36qI94AhNcEdy8Kt+TMsECVod4dfdNJpUm1XhHKbq/OGvvZyIP8IHP/x1Gp06f/Zbr+D42nEmU8McWjqE/9T7ufNPbqVTzhFKFth96+fY9vLHPQqe5Aqd9o4p6G/dRcTM96/h0S++iUYxRShVYNdPf5YdN+8XfPpAVPDBzY4nE9sxO6TCKXzmHACGpmDbYsGgKArVdpWwL+wJ1xi24UnHOo7g72uy5i24zoeW0XrG3z1FUhjPjXM8f5xi8/y66pcSlmPx21/4bf7vz/1ftvdtf8Hf76n4++/+Pbf/4HYAhlPDnrLgmXBx2XtqL3tP7T3r8fHs+DkKdxE9Qm+8l2Orx87ex1M+n22927zq0I/v+vGXfC/8mTQI7gD+00We/z1gn+u6u4DbgP/9lOdf6bru5d3gvYFDwJuA+5/FsW7iPyqu3vjq7N178dc9DR448QDlVtnrNyNBb7TX0y9XFKFxHtbDlJolkdl2hIiMpmi0jBayLHumH32JPnyqcMM6snyEnlgPQV9QTLHX1zBtk4HkAGOZMU4VTzG9Os2Ovh1CT11WOJY/Jrjfqg8kkbW0zTbJYJKZ1RlUWeXw8mExuLbxnKZo9KzVCbYtCjE/C36LI9+7nPvufC82MhoWnWKCPXe+j7lHXiaU06y2oFlZbeLBOPOF+ae9Vl3HNV3T0f26Rx3TVA2f4iPoFzS2Qr1AMpT0PMy7GbFpG8iyQp9O97cAACAASURBVKPTYCI3gU/1sb7vx9jziffSKfcAEo1imoc++fMc+d4V+DU/AU2UwhtGQ7iTbUi2nthzPd//xLtpFNNiu0Kahz/1Cxx/4Fphpboxoe/XhA2o4wpf8pnVGaSOyJI7quyJvNiOTUALYFqmZ9Pavf6mbaJruie80x/vv/A1egYyqgCDiUESoQRHV45eEjOTZ4qW2eLXPvtrnCqc+nd7T8u2+Oj3PsodD9wBiHbQyfWTwMV148+EIivkq3kmshOMZ8cZy4zRMBrnBO+x7BjJUJKJ3ITXAio1hL98T7SH67def0nP7UcRT5uBu657vyRJwxd5yXbgQxuvPSpJ0rAkSTnXdVcvss8ngJf86mgTlwhdDfTnGcDvfPBOBhJCGSwaiGLYhphCN4Uud7f/aWOTCqVEOU4NeAYgS+UlRjOjWI6F7MjU23WiQeGy1RPtwbItksGk17eeL4p++NbMVmE2ApwunqZtttma3ooqq8zkZ4j6o7SNNpVWBb9PlOodHDRV83zLu8NktmPTe1z0SeeGUqRDab795bdjm37WSZMjzwALnDKGmfvmB7jilb/pGZCsVlc9XvrTocut7s4CePKrCLewrgZ6X7wPv+IX2fKG6Ivrurz33SP0x/spN4osV5cBWPu3P8U2z+ZO24bOvnveymW37KdltISFp4k3sGQ5Fo996c0XNDPpu/o+AFRNvK+masKO1DYZTg+TKorFSisawrEdDNlAkRRanRa6pnvXxrEcbEn0/cvNMiE9hCzL9ER7iAaigjbnWMLsxhQWrmv1tYtewy4F7NjqsR/ava7cLPMrn/kVbn/P7WQil1bJ8Kk4vHiYv/r2X7F/YT+uIyobiWCC9bqg4nXMp285dAc6t2a2MleYYzg1zLH8uRz53mgvx1ePgyR63rv6d+HgUGqUGEwMcuP4jf8h4sulGNHbj8imkSTpWmAIGNh4zgXulSRpryRJH7gE77WJ/4jYtg0CAZidhdIz154+E08sP0GtJSaOS80SjU6DjtkhoAVQZAVdEVmmpmnMF+Y9EY8zfbpz0RyaonlZvKZueIFvSJ8GfUECvgCJUIK22ca0TCZyE6iSoI7JkszW1FZGM6OelvhEboJMJMOx/DFWa6tE9AiL5UUmchMcXjrslR1VWfVkS8cXBN97ul9wmRsFQZ16nCsAuAqx0GkUkhTqBTp2h5bZYjw7/rRc4q4e/FByyKs2dBXkFEnxnLssxxJ0HhdBvZIkT3JVlVV2D+wm6At6amwAzWLqvO/ZKqVZriyLSogsJF67eumu63rn91Q0i2lxw5cUVisbdC9XZHoODqqiMna6AsDp4TRNqymO1xF69l0KmSIrhPwhMSwnSQT0AJVWhXq7jmEbTK8IGdUTayc4XTxNJBAhX8tf1Jgk6AuSjWaZyc/80APJanWVP/zyH17Uj/75oNgo8sdf/WPe/fF30+g0xN9KLEcylERCYvfAbnb07TinhB7xR87ScldkhameKQ4tHqJlClle27HPsoH1q34mshMsV5a9x/tifZSaJbGg9kcptUr0xnpfkHP9UcOlCOB/AiQkSdoH/CrwONCtE93ouu6VwOuB/yJJ0s3PdueSJH1AkqRHJUl6dG3t4iveTbxEoaqwe7f4/Tlm4Xc+eCfFZpEjy0cYSg0JeVNEn1uWZWFn6brIrsxAYgBXcr1ybLVTFVl5OEXTaNIX7/PKgUEtSNtse0prUX+UoC+IpmgMJAewHZuThZP4FT8LpQX2L+73ps9VReXk+kmOLB9hZ/9Otma2oioquWhOKLaFMoKb7NrU23VaZotmp0nfCZHRLo32iUC0YfaxF1Gp6AbwUKpILBBjubxMqVmi2WkiIZEOpRlKDjHZM8lUzxS7B3azvXc7Q6khIv4IhmUIQRPbomE0PHW0SqsiRF+QCeth0S/emFhvm4ISt1hepNquslJdEYNnkkQ8GPeO53wIJgu4ruudoyIpSLIwOpFlmWCycN7tQinxeMAXoD/ej2kJdzFFUnBsB3/TJLcq3Nnu14tE9SiNTsNjFHQXHIV6wWMgWJaFT/GRCqfEIssSmXwX3espSZJQlzsPksEkQV/Qm/T/YaJbWn701KO8+/Z3850nvnNJ979cXua2j93GPx34JwBPGz4eiFNqljiWP8b+hf0cXjpMQA8wnBpmMiu+d37VT1gPe0Yxw8lh9i/sZyw7hoRET6SH4/njXpDvi/UR8AU4lj/mBe+eSA8+xUc8EGeuMEdID7FcWaY/ceHWx0sJzzuAu65bdV33va7rXo7ogWeAkxvPLW38zAP3ANc+h/3/g+u6V7uue3XmEptZbOJFhBtuED/vuedZb7pYWuQ7T3yHvngfmUgGwzIoNUvoqo5f8SNLT5qN1Dt1bNvGdVw6ZgfDNgj7wl4W3g0ObbNNwBcACeYKcyyVl7BsC9MxMSwDXRF9dZ/qYzg1zP7F/WQjWUazoxTqBY4sH8G0Tfrj/UxkJ1isLDJXmGP/wn7ytTynS6dpGA1Bk9ICBP1BAlqASKXB5Ow6jiQxMxSn2q56Zh9nBnBZa3P5rV8QZeBYjzcwN5YZoy/eR9AXxHEcji4fFQprikLUH2UoOcRYdgy/5qfarqJrukfZUmWValvMBNTaNUK+ELqmY9s2fp8fTdaI6BF8io/+eL83ARz0iX755bd+AUU72xdd1lpcfuvnSYVSFBqCA+/X/PhUH81OE9u12fGGT6P4zt5O8XXY9cbPeZ9LV1WtG5h1TWdkoYzswnx/DMUfpNquEg1G0RSNptX0HOS65iu1Zg3TNcWiThKLlGgwiiYL7QFVUQn6guJzgfN6vPfFxOKuWzb+YcJ1XSZ7JjmxJlT7WmaLP/jyH1BtVS/Z/j/0Lx9ipbriPdY0mgynhjlVPLfv3jbbzBXmmM5P4zgOqXCK/kQ/06vTVNtVHNchFohRb4vZgkPLhzza5FTPFMuVZe/7B4ItoWs68VCcg0sHmcxN0jJbJIIJ7zN9qeN5B3BJkuKSJHVn9X8euN913aokSSFJkiIbrwkBr0MMr21iE88e73uf+HnnnVCrPatNP/3Qp4kFYxiWQUSPoMriRixJEi2rhaqI8nTYFxZl7EDEc/iaXpn2zDksx0JTNZARhhy2I8rdPRP0xfuwHUFn6vawHcfxesMBLcBCeYGZ1RmCepCd/TtZr69zZPkIlmMxEBtge+92dvTuoNQskYvm6I/307E7HFg4gIvowb76gTk02+WRnT004iGx+Bj/LLe871M8ER8B4GrpEW74uY8xfO0PhBiKJARXAr4AuiZaBX7FT8gX8qw1JVcSfUZJBCpFUoj5Y17Z3HIsb0HSdVkzHcEJV9iQQ7UtYoEYmqJRaQnlNxDXalvPNkav38MN7/44enwFcAml1nnZu+9g4uWP0jSa9Cf6Pd13zxhG1th+8z5uuO3jBJNrgEswucb1t32MbTc+hmEZtK32Bn1NVE10TadttRmaExW708MZEqEEYX8YGWGJ6lef7MVrioYma4SCIQJqQNizWoLa1jE7IIne7NbUVlG63cDp0umzHMVG0iPka/lnPNz2QmOqZ+qcwS/TNvnGoW9ckv3fN30fD5x44KzH8rU8c4W58y5uzoQkSZxYO8FadY2R9AhhX5ilyhID8QFWa6te9SKshxlOD3N05SjZaJZEMEFYD5MJZ0gEEiRDSdbr64xnx3FwmCvM8crJV/7Q2xb/XngmNLK7gFcAaUmSFoD/DmgAruv+PYIKdqckSTZwBHj/xqY54J6NC6kCn3Fd9xsb+7wV+FtEtv41SZL2ua77Y5fwvDbxUsNll8HNN8P998OnPgW/9EvPaLNSo8RX9n2FbT3bmFmbYTQ1KnjCji2GtBShtmXaJqVWyRtq8qk+OlaHy/ov80rkKioNq+H1yx0cwr4w+WqeXDRHQAvQNJsiuG8EPd0VN/guvcWn+DzrzJAeIh6MU2wUKTQKjGfH8Wt+dvTtYLm8TDaaJRaIkQwlaXaanFyZ4c+/K27IP/ix3cID2zIZSAzAVfehTXye2h/ppOolrpv4V461DJLhJNVWlYg/QsfoUOlUyEazT56/LGNaIuPsZtqOI8riDg6SKwltclx8qk9wwDcmxdtGm3Qk7emOAxxZOYIqq/hVsUAAkfnN5GfY0buD7S/fx/jLHsG0TSFiY7XB1Qn4AhxaPMTugd0cXTnK1uxWgr4glm1RbpaZuvExtt6wh2ZHcOZlWabSrIoqCIKmZWOLY92ghg2eFAF8biglJGBdIfCiyAqWbdE0moT1MDPFGTKhDAFfgGq7SiwQQ3ZlksEkpmMS1sNs693GvtP7zvpuOa7DYGKQ42vHGcuMcWLtxNMakvx7QJZkxrJj5+VRA9zz+D289eq3Pq8g1zJa/Pm9f/6ct++2r2qdGpFAhHQkTUAPCKXADSvXodQQxXqRU4VT+FW/VzmbzE4KqqDdoWk0iQfiPLH8BLYr2AVv2P2G53xcLzY8kyn0dz7N8w8C4+d5fBbYfYFt7kGU1DexiWeOX/5lEcA/8hH4z//5Gemif2HvF+iN9bJvYR9TPVOoiorlWEIn27a9DNnF9QabbMcWZXBNZ7myTG+0l2q7SkgTGVrTaBLUg7iOSzqSFjcdZAqNApoq9teVXu1YHU/FrN6pI5JcifX2OrFATJQ3Xdg9uJuW2eLAwgHGs+P0xntRJEX0lFtVxrPjvHnFT6rYYDkb4eB4FtvoIEuif19pVUhHM8wOJdl9eJmpuRJLlwvnr6g/KlTd7DapcEoMcrk2Kiq2ZaNICrIie1Qxy7K8ErMiKSLYqhodsyOum2NjWqa4BhumJoorzERGUiPU23Vq7RqLlUXPX3s4NSy8xx0xNFasFr1Fj+u6lJtldvXvomW0mMhNMLM6w3jPOKu1VWRJ9mxIO1aHCBFqrRqGZdAyW2QjWZElSzrNThPDMYj4wozNijL27HBKSGpKsF5bJ+gLeuV9F5fh1DCGaWA6JiE9hCRJohwvy8iuuL4XmqB2cclGspwqnvqRCN4gFosn105e8PmZ/AwHFw8+Z/MPy7b4y2/9JavVCxKNnhZdVoXlCOMYTdE4sXaCZDDJVM8UuqpzbOUYDbPhDY9atsXO/p1C96C6QlAXbSVZlhnPjQujn3g/o9nR53xcLza8tIViN/HSwq23Qi4Hhw7B9773tC9vm20+/8jnSYaSjGfGvTK4aYs+Z1dd7XTpNJVWRfRPTQPLtvD7/J4mdqFZIKpHWaou0bKEqpmERKFeIF/Ls1oTN7JcLOcNbnUnnJHE5KyMLKaxNxTLemI9nhqXqqgcWz2G67ps691GsSGG7SQkemO9TPZMkq/lufnbhwG49+atNG1hQKKqoh3g1/yUG2X2bxMT8dfff9SbxNYUDb/qF8puG8cnITLrtt3GlVwc1+Hw0mEWSgu0bVEpqLaqYluf3zvnbpCKBqLe+RTqBWRF9njqyXCS4cwwY9kxov4o1XaVucIclVaFtdoakiSRiWS8SW/TMr0SeMfuICHRn+hnNj9Lf6KffC1PyxDCMdlo1uPEp8IpMuGMUJVzAAl8mo+wHmZ0epHsWo1yLMDiQBJVUcXiSZYI+oKcKpwi4BNa6rigqRrtjuijO664brWOWCQslhcvSBlzcT1GwY8CInpEVBeeRqzn7r13P6f9lxolfvnTv8w9jz+//OtMI5j+eL83oV5oFLBsiyPLRxjPjbOzbyd+ze8tVBVJ2PwmQgkUSWG5usyBhQMcXTnKTH7mOanjvZixGcA38eKBzwe/8Avi94985Glf/tV9XyUejGPZlqBBbUhohvSQ4AIbLSzHYjA+SMQvhq8CvgAhPYTriH5w0BckE8qgyAo90R40WRP0MiTioTgBLUBPtMfLtP2qX+xHC+BTffhkn6cmJiEyu642c9doYWtmKz7Vx/H8caqtKoVGgbHMGA4OR5aPYNgGuzoBrj9eoa3JfGpKFVKgksLM6gyWbZGNZNEVne9cP0hbk9h5ZJnhdYOO0RG+4xuBsjt1ras6s/lZj7ddrBcZSg0RD8ZZriyfJWiiK7qXwXbPwacKZzUJsRjBFbxnRVIwLIOm0RSuWsEo5WaZ3mgvuMI5zd2Qe436o97AWjwgPqd4IC5KoXpATLWXFpnqmSIeiAtb1Y2FR8gf8qbIF8uLnC6fxrZtys0yjuvwmn8TrYb7bhoHTcM0TVzJFe5pOIxmRr1Fm+3aFBoFTFdcH8M0qHfqSEgcyx+j2ChSbBSJ+IUzWzaSZTI3SSaSYXZt9kdiYK2LkfTIWQYfF8K3jnyLYuPZKcKdyJ/gtttv47H5x57r4QFinmClukJ/op/RzCjJUFI43Smq6Nvnj9GxOrSMFnVDVLJsx2ZLcgtHlo7QF+/DcRxm12cpNUqi9bPx99Wf6OdU4RRL5SXWa+vUWrUn3ctegpDO5OH9qOPqq692H310U3X1PzROn4bhYfH7nj1wzTXnfZnt2Nz6kVtRZZWAFhDGEUj4FB+LlUUhaILkKbKt1dcIakFh+ak+ydt2XRdN1qh2qrStNq7j0hProWUKGU1NFj1hTdGotCuEfIKbHdSDWJblTUabjihzd2lafp8fy7awHZtSs0Q6nKbSqngl/Xq7TtNoMtUrpm9/6x/38JrDJe6/cYzb33cjK9UVys0yW9PCfKRpNIUELC4/99H7eNUDc3zztdu56+3XiHaAT6dhNKi1a8T9cQK6oIlVW1Wq7SpDySGQoNqq0jJaJENJT8hFVVTB8zYMVFXIsqqy6g3GdcwOIT0kMiRZETriquoNMk2vTjOYGMS0TWJ+4TWuyAo+zef12A3LoNFpEPaHPdez5eqy56IW8AU8gRzTMTEtk4bRQFVUIroIrE1DmJMECmX+5r99BcmFD374LZTTYWG56jhC216WKdaLJEIJdFUX22lBzxBFkRUeP/34WW5j6XCanmgPK9WVH6mAfSaykSyaoj1j+to7r30n//V1//UZvdawDN7xD+9gvvj0Kn4Xg+u6jGXHvMn4ydwkc8U5OmaHoeQQK9UVOlYHVVGJBWIkAgmOrx1nR+8OAlqAhiF45kuVJTRFI+oXlSBd06m2xN/omec/nh1nJj+DTxWVmXggTiwYIxaIEQ/E+eCPffBH3uxEkqS9T1Ey9bCZgW/ixYXBQfj1XwfHgfe+FzrnL5nNrc/hk33IyPgU8bPRblDr1EgEE95Ud1cWNRFMiAltVWaltkGLkcTUruVaBHwBZMRzlm3RsTpCblURpb221UZ2xUBcWBeuX5ZrUWlWhDmGbZAOp7Fsy9PgPrpyFF0VN5659TlCvhA+xYdP8ZGNZtnWt41CvcDOHzzBaw6XaOoKf3Z9AMMy6In0sK1nG+VWmZPrJ8WQmtXh0NIhvnmz6AG+/AfH0Q2h/11tVQlqQXLhHJqqUawXKTVLRANRtiS3CM67I7TXe+O9SLIwVpEkCddxWa+t40ruxmUR1C3DFpl2ly/flag9VTrlyZJ2e826qovJf1lk8IqkiIBqdlirrYmBMn8Y0zYFDcwnKH6xQIx8PS8+J0n4mmuq9mSlxHW9FkY8GMewDW65fwbVdtl/xRaKyY0+vW15wVlTNFJhYe3aDeiVdoWO3aFhNFivr5ONZAlqQSZzk/TF+mibbQ4tHfqRDd4gKGzPhnv++Uc//4xkdQH+8Xv/+LyDN3AWrU2RFWxHiPZISMQDca8EPpoexbTMs167WlsV7AFX/L/eqTNXmMOn+ti3sA9Zlj0Ww1NhWAbFRpHZ9Vken3+c+6bvYyY/8yMfvJ8OmwF8Ey8+/M//CePjcPgw/PEfn/cl3zz8TRKhBLIs0zAatKwWpiv63oV6gXa7jW3ZHMsfo2E0OLh4kIbRQEYmE8l4qmfdqfRau0Y8GOfKoStxEL7RmXAG13FRVZX1+jq6TxeqaxuiMH7VTywcEwsISVhnhn1hLNfi8OJhdvbvpNauMZIeERStjRJ+Vx/dtEzSTYff/xchnfpXr+sjveMqyq0yh5cP07baZCIZb+J4Jj8j3JqGUhwfThJqGlz+4FFsxyYWiKHKKi2zRctoEQ/GifljLJYXObZ6jFqnRr6Wp9wsU2wWhRTmBr/6yOoRThVO8cTyE3TMjlBhcyz8qp+m0fR66I4rXMmGU8MYjoEsyV4WrikaYT3sGavka3lRjlcUspGsOG9ZpWW0cF2XZrtJX6LPW1gUm0XBTW9VcR2XQkOIv6RDabLhLJoqhpz8qLzm+0Jx7Js3jVLr1Jhdm+Xx049jWMJv27I2puo1Hz7VhyIpQtFNUYjoEUFpi/fj4jK9Ok2+lhcVih9hbE1v5Xj++LPaxnZs/uY7f3OOQtqZqLVrfGXfV/jEA594vodIT7TnLDU427Y9bfj+eD/L1WW29WyjL96HaZtkI1lv5sJ1XZYry7i4LFYWKTVLdCxhzZuv5z0feJ4y13qxwcIf2/HiJz5t2olu4sWHYBA+/nG46Sb48IfFcNsZpfRqq8pdD9/FeHYcVRKlXlmSWdn7Kr72pTfTLmUJJNa45i33MHSNjV/zs2tgl5Al3Qjia/U1MtEM8w/fxONfegv1QpJQqsAVt36BkeseJF/Lo6u6cLySfMKS0nZwVRdN0Zj+/lXsvefNNAopAok1Jn7iDq569TQOYgArFhB9vfniPMlQkv5EP0dWjrCzb6cIjpIf0zX51bsPEa0bHNrey/7XX8fs4kF0VefywctZqiyRr+aFZGhmjEq7wkx+BlmS+fYrJhi7Yw+v+9dp/vmKNJqmkwwlCfgCHDh9gPHcOLqmYxx9C4/dfSsPlrP4E2tc8+Z7CGy/h0QwwcGFg2zv285Yaox8LU/AF8CVRGA/9uA1PP6lt9AspggmC2x/w6fYdtPjXtbtV/xImlBtgyeHluYffjkP3/1GGgXhKnbNm+9h/GWPoEpicZEOp5E2LEi7swZTPVNCDtZo0RvvZb2+7lHgap2aoIU5FpV2hVv25UmVWyznIhyczDD/0HUc+sq7aJcyHE0WuPJNd7Pt5Y8L4RBHLMQsVyxGZEem43RIBpLka3l6oj3IkmAXnFg/8UP5qj8TxIPCH71uPHv++ez6LDf/6c1M9UyxvW+7yGzbdeqdOpVWhYOLBy/JgF5ACxDWw6RCKc8+dq22hiqrJIIJYsEYh5cOU2vXGE4Ns1RZotwsM9kzybHVYxiWQV+8j5bZotZ5UgdiIDHA0ZWjADQ6jXPe90JUOQmJ125/7fM+rx82NgP4Jl6cuPFG+I3fgL/6K1FK37sXdFEOu3vv3fTF+lgqLdGf6CegBzhy/+U88un3e6YYrVKWBz7xHm6UZLZe/6Dos6oBDMfAdm2GUkMc+f4V7LnzPd42jUKaB+98L5Ik03/VfWJIbWOyPeqPgiyyihN7rueBO2/DOuO9Dn3+14kHPsHgtd/jeP44kz2T2I7NSHqE+eI8/fF+dvTtQJZkofbVafDKA2tc/chJWrrK7e++AWdDkapbPqy361yx5QrmC/McXzuOhMRoZpRaq8adW1Z4S1hjdLHGOx4pcNd1aaErDezeshtVVnni+1ey5873eefXLuV44M73ctW7OvTdvI+oPyr04n0B+hP92K5N02hy+pGbePiTT27XLGZ4/K5fRpb+nokbH2W5vEytXcNxHU/SsmN1WHzkFh688+e869IopPneHbfhujB6wx5UVCxXaKwvVZboi/ehyUI8ptquEvPHcF2XWDDGbH6WXCyHLMtikdaqkbV13vV5ISP7ndfuYO7Rm3j8Mz9/1nE+eOf7kKU7SF9+L7qm49N8OKboda/WVsnGsjTMhqAoqQH2LQjutyo/u1tlt+LyTOC6Ln3xPqL+qJCltYRGwDMZRlMVlaHkEPsX9j+r4+si6AtiORaHlg5xaOn56Wzpqo5f9VNpV856vFshOb52nIncxFniMrVODb/m58jyEUBoBri4VNtVBpODqJLKRHYCV3IJasJrwK/6aVvC615XdVzXZSAxwFJ56ZxjutCM11VDV73g5i7/HtgsoW/ixYszS+m///uA6HXd9fBdtO02/Yl+z5Dj4FffeY6jlWXoPHL3G2mZLaH3LUusVlfxyT6aRpPHv/SW87hg+dn7xTfRsTuih+fa3kCbhDD0ePSLt3pB6sntdPZ+6c2A4HyHfWFm8jOevGnTaIpsVRI82766wzvv/AEAn37L5ZTTMaLBKLNrs6xWVz21q1KjJDLwrJBIPbF2gnwtz2DvOH/3tp0AvOXuvYzXZTRV87KcZqfJvnveel6Xr8Nf/Rnmi/OCTqb6WCwvClEXRH9//z1vv+B2iqKQi+YYTA4S0kPMF+ZRJGEr+sgFrsujX7oVy7XEwBqqMEuxLQJqABeXRqdBMpik3CyjSAqqpDKSGWG5vOzNDWiqxts+u4d0ucWJrWm+9+odHPzy+Y9z7xffTCKYIKAFWKmsoEgKbbNNLpbzDDF0RWeuOOcFANu1n8EXUmA4NSzKuU+DeCDOVM8UmUiG5coy06vTHF87zkJpgZXKygWDTxeu67K9d/vZgdcV6mVDqSGmeqbYktxCSA8xmhllqmeK8ew4PdEeT4nuUtKuuvMEo+lREsEE2UiWscwYa/U1rzfvOGcvamxHzCGcea6VVoWpnikxM7JRHdFVnXw9T8fssL1vO5O5Sfrj/ZxcP0k2kqXUKJ1/wXSBS/hSKJ/DZgDfxIsZ3VK6LMNf/AX89V/z9YNfJ+gLkgwkvZuCLMk0Cud3wmoWU7iOK6aUXUe4cEmy0Msupi+4TVd2FUR/d9/iPqGVLisXfK96IUm5VRYcb1nisr7LmC/Ms95YR5FFYFJlFWltnd/+i3uJ1jsc3tHHQ6/ejYWF67js6NtBOpQW/GzNTywYIxvJcjx/nIAWYGffTiZ7JpEkiUPXjvHQdaMETIdf/MTD1JtVrthyBQEtwNHVoxd0+WoUk/TH+xnLjDFfnMewDCzLotQsCYrYBa5Lo5hClVRCeoigL0hvrBdVUYkH45RbZdql82c8jUIKu9Ukf83eIgAAIABJREFU2OgQKdfpKbS4TutDLZc5PrsP17YxHINUJEW1XcVyLGqdmuf2ZdgGuw4u8cofnMRQZT7+/pvpOBb1C3wOjWLK0wNIh9NCb3tjqDHij3hSqMlgklxU8Opd171gMDgTAS0gyvIX8P3WNZ3x7DhbklsoN8scXTl63sG4SqvimcBcCFO9U9iOzXBqmL5YnzAG6Zmk3qlzqnCKoytHmS/O0+g0OLF2wuNK1zt1wahwXfLV/NOf1LNAqVni+NpxtiS3kAlnWCgveH3oruDNmVivr3t0tpAvxM7+nfRGeml2mhQbRSQk5opztI02xUYRB4cnlp+g0qqIqoMr+ucXMpY5HxRZ4VVTr7p0J/1DxGYJfRMvbtx4I3zsY6KM/pu/ycLPXkno5kkURSFfFX3biB4hlCrQKJwbeILJApFABMdxKDfLJAIJDNvAp/ouuk2+nicTyuC6YoBrV/8uj6McSKzRKmXP2S6cKopSO8I7eSA5wNbsVhRJwa+JsqBcrvPHf/8wfcsVTvaG+cgv3kKhWSQeEjzpaqNKSA8xnh3n8NJh8tU8pmWys38nC8UFAnqAsC/s6ZR/6PW9fPTwKbbPrPGK7xzmo5cHwIWJ7ARHEmu0S7nznl93MTIYH0RRRIYqSRK2a1/wuoRSBWzH9qa9u7SssD/Men2dQGKdVilLjhWuYq/372rpEfp/Zfmc/XXR8R1iYTDJ7JYkxwdjnBxOYvVEUf1+IWCzdIpf+JSgl/7Tm65mqS+Ga1/4OIPJdTH0ZomqS9cdrtkRCnsAp4qniPqj9Mf7Wauv4bouIX/ovH3WM7ElucXzP+9CkiQvK58vzDOTn9l44qK7IhMWYjfnQy6So2N2mC6cXWa/0MLhTCSCCeqdOslQklLzudnzXgwhX4jja8fpmB0mchNISB79K2+fvWAYz457lr4dq0PH7GArNhF/BNMyCfgCpEIpmmbTsxeNBqKsVFc8VkKlWSGgBxjLjAEbi60NE5SwHmYkPeIpv7mINlQseGEr2BcTNgP4Jl78eM97oFKB3/gNfunTj4HjsPc1l5MMJb1+8TVvvofv33HbWSVc1ddh9xs/7/GXo4GosLE0THyKj91v/BwPffLnzyrDKlqbK279AgPxAaZXpxlODVNulkmGkyiKQsfscN1bv8L37rjtPNvdTUgPEdAC1Nt1Tqyd4LK+y7yFg16v8+v/+z5G5susZiP879/5ccxomJip49piyjYVTrFaWSUZEdmh7dgkIgl8qo9cLMdieZF8Ne9pgl8+dDkffafJ//OPD/Hurx7l0K7XMZ/QmFmbIffKv2Hhn//o7OP0dbj2LV/Gp/iwXduj+oT9YRqdBsdWj3HVm77IDz7xnnO2u/6tX/VENVpWy1s8BdF49ZEyfxZ6JROlMgM8pVfpgqVIGD4NU1OwNAXJcfAZNpppoxsWoyfWGD2xRnfsqONTOD2Q5OCOXvpWaqRKTWZGUnzqxhwJV4jkXP2me/j+J2475zivevOXqDVrIli7IsB2XdBkZE4VTrGzfyf5ap6V6grjmXGOrR7zgsDToev2pas6Q6khFkuLnFy/sLTphdCl4D0VsiSTi+U4sHDgnOcuFPDPRNcd7oUK4APJAa/PXWgUWK2uoikaE7kJdg3sotKqcKpwil39u5gvztMX7/M0CvI1EeCnclNIssTR5aP0x/tZLC9y+eDlLFeWSQQTZ8m4RgIR2lab42vnTuGPZkbPufa33XDbJT/nHxY2A/gmXhJwf+3X+ML9d/C2L+3jVz6zj89ZGnfdJOxDQ3qI3qv/jSvNJke++rPUC0mCyXWuecuXCe/4Fwp10duNBWNUW1WPKzx83QNoio9H776VRjFJILHOrjd+Fv+2r7JUFtQwv+YnGowKC0pXJhaIEbn+QZpmk8Nf/RkahSShVJFdb/wsUzcdYN/8PvoT/YykR1iqLHm88VCxwm/82b0MLJVZSvr5bx+4gmA6gW0ZOJLjKaZ1bRi7qmohX8hTP5OQmMhMMFuYpdQsEfFHOLx0GOeGbdz/2CI3713gv/zf+/nF94wzPDBG3ysOIsn/H0vf+hWMSo5wqsTuWz+HPfpZKq0syVCSjt1BV3ROrp+kL9bHVG4KufcHmI7FgS+/3Tu/q970RUauexRJFjKtmqsRKzV473dO8/oHHyBZbnmfVY0Qj3EV+/07qLzMwHhNlbmkhk/30zJanle74zg0zSa9tk7PzBKjp0tsmVtn5FSB7HqDsdk1xmaFxKkjwTdetgVF0VhvrBPxRRi+7gc4ODz2xTfTKCYJJgtc9lOfYeyG/dTbDpIkHNRkWbAOEsEE1XaV8dw4hUaBdDjNqdIplivLXNZ/GQcXD17UAKS7oALhEx8Pxs9xA3umGEmPnDcY+1U/47lxjx99JnRVZ722/rSZfbekrSnaczq2iyERSpxFZ4sH4qxWV4Wegm3RMloENOHfvlpdJagHPS2BrtVvuVX2MvKR9Aiz64J6dmz1GL3RXvyqn+HUMHOFOUYzo6w31j3jnKeDIivcMnHLJT/vHxY2ldg28ZLAo3OP8rtf/F3ecP8pfuOr4ub2rVvG+Kd33URVcVBUBddxPRcsy7E84xLLEYpp3T64aZusVlbJRDNiaEpWqbQrgh6l+dl3eh8TuQmCWpADiwe4csuVtIyWJzYC4ubYNJooysZ+bQfdJ8w2TqydQNd0xrJjOLZDz8EZfuuT+0gX6iz2xfnr3/lxnpAqZCNZOmZH6LIjRGV0VeeJ5SeY7JkUnGlcT2UMSbhylVtldE0nqAU9W87l2UPc+Q/T9BVaHB5P84F3DtJWJYbTw1iOJQQwXJGxhPQQBxYPoCs6vbFekuEk9U6diC8ivLAlkJHRfTpto+1JnCIBjsvk0RVe8a9HuOrxeRRH3F/m0joPvHY3j23LUu7LYG3otEuyhORIOJKDZVmeL3TEH/EWUrjg4GDbNrIs07E7hKptfvI7M7zh6wfPileLPVG+duMgD944jhuNCb13q41pmiTCCVqmqAx0xWhq7RpRfxTXdam0K6RCKQ4tHWI4PUyj0yCgBZhdn2UyJ+YKnlh+4oJBfHvPdq+XXm1VvRmJZ4tu1ui6rueK57ouU71TKCgcyx/DcixURfV05AGGkkPn9eF+KgYTg5wunX7Gr3826CqfddEb6/UsWIdSQ6K60bcTRVY8V8Bis4gqqSxVltjWs81TL2ybbdpWm5bZ8vaxvXc7kiRxcv0khmUw1TPFoaVDpENp1hvnzhKMZkbPWuzcsPUG/vZdf3tJz/mFxsWU2DYD+CZeEvjVz/wq1XYVHLj+wRl+4Y49qI5LPh3mb961m+XLJ+lYHUL+ELZte4FNQhIe366whyw1SiTDSc+Zq96pEwvEMB2TtcoapXaJidwE5UaZUqvEUHKIhdIC4+lxmlbTy3y70pyAV4peq6/hk334NDHZnZIC/PzXZ/lP980guzA9FOd//dLL8OV6cREiKn5VGDk0TeEO5lN8zKzNEA/E0TWdRDABDriS69lkGpbhKVf1J/op1AukQ2lax47wF3/7MNmaySM7cvzlL76Mmco8rusylBrCcRwWyguAEAYJ+8Pgwv6F/Yxnx5FlGV3RMW2TcqtMJpIRtqOOEGbZ0fLzgU/sYduMyIptWWLv5QPc9+rtfD6yxkRuEgcHTdJYqi4xkhzBlVxUSRUB2rVZqawIJzYUz8bVdmxkRQYXCrUC8VCc3UdW+bW/+Taa5fCN126jHdC55f5jJMrCxKPuV/nsO6/l/hu30jLaJIIJFiuLZMIZMXntCgoWEp5SX6VVIaSHsB2bw8uHkSSJbT3b0FUhQ3ty/SQ7+nZweOnwOb1mVVaZyE14dKjnitHMKLPrs94A5pmZpoTE8bXjZCNZ4sG4J3rTdcCL+qMcWDy3rP5UhPQQ9XadoC/oMSguFeIBMbAIEAvEKDfLnrlPV+405AsxkBxgemWaiewEx/LH2JLcQstsEfKFKDVLVFoVbzHgui6DyUHCethblB5cOshlvZdRapVodBreez4Vo+nRszj8f/ATf8Abr3jjJT3nFxqbAXwTL2kcWznGBz75AUzTZCw3hk/x0Tu3yvtv/z5Dp0WP7zuv3sZX33YDTX1DWERSvEEvWZJRFAXLEiW+REhkahKSKPn5xJBN22yzWltlJD3imS90jA5ts00ynGS1uiqEKmzT44dLkhiS6vJjZ1ZnyMVyXL9o8v7bf0B/oYUtS3z9J3Zxz09cBpoPwzYIaAEvSBiWgSzLhPUwTaOJ5VqUG2VMx2RLYguGaeDTfJ4+eCqU8oRPumXiaruKrunsKEv8/p/eS6Te4bHJNH/3q6+hLFtemXIoNYTjOiyUngzkAV+Aw0uHmchMYLkWsYDgYy+UFoQRiR7ltd89xtvufhzdsKiF/dz7ijG+feMIjUwcy7E4tnqMscwYpWZJ8LsVDduxqbaEp3dX/9qxhRd5OLChiW5bXo/acRx8qo8de6b5lY89gGY5fPNVE3z2Z25gubrCULiP9H0P8rYHV9g9K27o+3b2c8d7bqAYC3g64dlwlmq7Kqa8N6xVJSR8qo/9C/sZSg1xcv0kkiR5FYnTxdPesW5JbqFpNKm0K5TqJZCEpnfTbHK6ePo5f4/Hs+Mczx8/Sz1sqkdo4ffGej3BkqAWxHZtjwLmui7juXHWams0Oo2LDrKF9bAYYAsmKTafnZnJ00GSJLamt3oZb9AXZCg1JKpImp9jq6JyMJQcEtnyhtvf6dJppnqmqLQqxAIx5ovzDCQGzsrkuxjNjKIrOsVmkWwky4HFA+dwy8/E1sxWT/1NlVXu/c17iQail/S8X2hsBvBNvKTx+/f8PqcKQn+7S8kZTAziGG1+8p8P8NNfP4zquKxlItzxvpuYnur15E41VfMcxkxLBGVFEvxuwzY8jrBhGwT1IIokptu7IhCVZoVwICwck1ybttEmoAeEpveGp7hpml427jTr/NTn9vC2PavILiwMJPjo+17O0kgPkix45Gcez3JlmaGUkPGUJInplWlS4RSO4wi+sk/3FMVOrp9kNDNKy2x5TmFdFTqfKtoDPtVHz1yeD/7lt4lVWxwYDPHR33kjRT90zI4XyLcktwBwunQa13XZmt5KLBij1BD66cV6kXQkTXatxns+ej+Tx0S5+IFrh/jkO6+lExfZu+mYOI6wbO2L9QnfdZ/w3G4ZLUGfU1QMy6BjdmhZLa+6YFiGV3VwEW5TV/7rfv7zp/Yiuy5fe8Uod739WlRdZNAHFg6wq38X+eoqbzhU4WfveoRQ06AZ9PGZt1/Dd28YxtfVvnahbbVFlWPDrnKltoLruPg1P9lIlrbZJuwL0zAbNI0m88V5tvdux3Ztj2roqcbZphf0nwsmchMcWzl2Tv+6P95PSA+xUFy4qEXoeHYc13VZqa54NLjzYTAxSK1dIxfNMb369EIxzxY7enewVFkiFxEDlbVOjYH4AIuVRXKRHKYtPNdDvhC6qlNoFAjrYc/op96ps1Zbo2N1kCRJ6PdHcxQaBXpiPYLSaFs0jAYjqRH2zu/1qhbnw0hqhJMFMcT28rGX89fv+OtLfs4vNDYD+CZeslgsLfKOf3gHY5kxL6P2qT5s2ybkC9GyWgzOF/jFjz/Ilo1sfHqql3979Tb2XTGMoyq0zBaGZXg65K1OS+zDtWl0GsQCMZpG08uKu1PrlmN5dpTdAG7aJq4jLC63JLfQNoWqVnylxOXfeIiffqxArG5gyxL/9OM7uPs/bUMPRTzns2q76tlWdkvi3Z6g64oefsfqUG6V6Y/147iOl6EWm0WSoSS2Y4t+sSR7tqMNo4HkCv9w0zIJzi/yob97hHSxSSEe4O/edQWHdg/S7DTxqT4vGA0mB5GQPCOL4dQwAH7Zx2vvm+EdX9qHbliUIzr/+K6rOHTNmBjkksCvCeOJptn0Srb5Wp6B5AC6LMrSfp8f2ZWFnrojaGcODh2jQ1APCuc2xY9dWucXvnSEGx8QA1J3/+QO/vmNV2E6FtOr02zv244qqRxdOcpEboJWp0VP0+F9n3yI3ftFVvzwtgyfef8trEXFAKIqCznW9do6iVCCttnGwaHZaRLSQ0T8EW+2YbG0SDKcxK/60VQNXdWRkDyBl2anyaniqWdE43oqLppBprcS1sOep/qF0DUyudgCYiQ9QrVZJRqMPqep+GeKydykt+DpHs9kbpLp1WkkJIZSQ5i2SUSPML06zVh2zGtZhfUwa401aq0avbFeSs0S+VqeiB4h7A/j1/zesU/mBOd9qbx0Qc3zremtXnD/Hz/9P3j9zte/YOf9QmEzgG/iJYsP/8uHObBwwCt1a7IYHqsbdXKRnBhQkxRso8VbvznD675xEH9H3GTL8SDfu2WK794yQTkRwnZtYZPZqhENRMlX89jYwr3MdVFllY7dodqsko1mKTQKpMIpivWix1UNqAFsxGBcrVbmlfMGN3xzH9ceXUfe+FM7OZzijp+9nhNDcRFIJBFIJEnCcRyqnSqqrBLyhViprpAKpZAlGUmWWKuu0RPtEeYNskzLFIuNptEk5AthORbzhXlGMiOs19dJhVM0Og0iegRFUWh1xOCbJEm0Tx7nQ3cdZ3Rjkvveawe46+1Xc7B5mp39Oz0BEEmSGIgPoCoqc4U5FNvlT75R4JV7xADUvbvT3PnOqyGZ8mxbm0YTVRWT86vVVc8BDoQFq+U86fDWMlr4fX4vsy03yySDggLYttrs3nea93/yIeKVFoam8Jm3XsW/vWoKEHSxU4VThPQQPdEeTMtEURRRyVA0bNvihgdn+ZnPPESkZVGI6vzpb72GtcGs1wMHKDfLhPUwy5VlSo0SmUgGv+bHdV0aRoNSs0RPtIeQP0StVWOpvOS5oQX1IKlQiqMrR591Bt4NbOeDuyGdO70yTW/8yWGw8+HpBtImchPMrM4QC8TQNZ18NX9Ro49LgXQ4LWYxqqtIksREdoJau0bIFxI695JEyBdifn2eVCRF0Bek0CigazrlRhm/z48iCRrocGqYI8tH2DWwi8fmHyMXydEwGvTF+jiWv/Ck/0h6hJPrJ9FVnW/95rc8nv+LCZsBfBMvSRQbRX7qb39KTKYiYTomR5aPMNUz5U2EFxtFMpEM1XaVsC9M3JK59nvTvPLfnqBvSfRJbVniscsHOLxrCyeHU5zMBgmGY2IozhWOTJV2hf54P7ZjY1gG0UAUBQVJlgT3eeNmGK226T2xxNbZNW7ac5LMmihnGorEQ9cM8bUbh/hOrM6uwd04jsieFUkYfTiuI3rxtiUWEp2aEKPwh5ERmf70yjSTPSLDiegR5gpzDKeGRVVAUlisLJIKp2gZLTRVIxaIYZgGLsJjXNd0/Jof0zZpdBqokswb//UEb/7yfnyWQzER5O/fdSX/3G8T8AWEbaca4kRB9DWHQ7188BOPcd3+JVqazP959zU8ceN2j/61UlkhG82iyiqPn36ckC/EYGIQVVHFRLHRYrG8SNAXZHvvdm/WoCsAU+/USQaSIEO4YfK2zzzIyx8Q7z0zluX2997ISq9wVmt2xNBgJpp5UorTBUkWff+wHvY4yEMdjfd95Ftsn1mnHvLxl7/1Ok4MiUVCrV1jrjDHUGqIWCBGo9Mg6At6BiwAhm2gyirlZplys8xIZoTp1Wky4QwBLXDRcnTQF6TZaZ5THn/qgNVZ22hBMtEMmqJxPH8cVVaxXfu88qqDicGzst0zEdbDDCYHObJ0BEmSGMuOcTx/nPHcODOr5/aYLzXOzIDh7Cl1VVbZ1rsNVVLZt7CPyZ5JlivL5KI54ean+Tm4eJDx7LjwmbcMTqydYFvvNq8PvlBauOhCpDsE+Nrtr+VDb/rQC36+LwQ2A/gmXpL4u/v+ju9Of5ewHvYy0jOnyw3LoGE0iPgjWLYYpNo9uBtFUnBdh8mZVW759mGu2DuHaj/5d9BRJRYGksyPpDk9nGU2FyTvNkmk+pgun2JrcohqaZU+X5JYqUH/7DJjpysMzq2RKp3dp1xLh/nuq7Zx55RC3u8ymBAlacmVCPqDQjPbFZrQsiyyUSSI6BFc18XGBlcEEF3WWamtkIvlvNK66/z/7L13kJ17Wt/5eePJOXfOSbrSnXsnMAEmGLzGA4Yxg3GtFwzGs7gwSxWFw7p2C9u75VRe1t4t765NYZswtqfMJKCwMZjkSXeirqQrtVotqdW5T+iT05v3j1+fV2rluTMDVzP9/edeqfucfs/po/f5Pc/zDSKXe+cL7+LyJ3+I7nGKSKbO2Hf+C77ju/fE2N22COpBTNMUxc21hXGJGqQ5aArb04MmP/qv/xtrO8KE5NPvWuTX33+erYRMLBjDw8Psdvif/q/f5e23O/RCKv/wJ9/Ff0mKQ8ZMZoZkKMnQFvGh968YbhzdYCm/5PMAblVvMZudJayFfTLZKE98v7HPdLTEhc/f5L//6CXSrSGmpvCxD7yJ33rfAoqq+9GRnuSJ7v1krG3YBpos/itLMrVejd617+PSJ36Q3nGaTHqf34y+n7fvXKWny/z0jy3Te9MFooEoridY8KOsaVURnuyyLPvZ5iP5Yd/qc7tymxfGX6Bv9h+7fwVBCqy2q8I9rHV0qog/roAX4gWa/SZzuTnWD9b9x+Rjed/o5H5MpCZ80iEIO9fJ9KTgFFgDvwOGex1/MpSka3Rf18j/q8FYYoyDljDuSYVTpCNpNEVjYA5EDrzV58L4Ba7sXyEfy+O4jvA971SYzcwiyRKVdoV8PE970OaofUQxXqQz6DCXn+Pq/tUn/vxRAf+nH/ynvHflvd/Q1/qNwlkBP8M3HfpGn/f/3+9nJjNDY9AgF8nh4mLZIs5yYA0Y2kNSIcEoH+0RQ1rIly2NkGoNeemVTWbvVJncqjBefbJd5hOvK6CwPZlmey7HaysFPjMfxZY8EqEE1U6VUqLks9Jt1xaaZi3iFyTP9Rg6Q/pGn3QkTWvQwvHEDvbFiRc5ah/5jPZ4MI6maux98d18+hHOb+/80V8m+cJ/IhfLYXs2hmUQC8ZodBtEghFcz/UtRB3PIShp/Nn/eoM//8lL6LaHK8G1Fyb4vfcs84eTGn/7w6/y9stHtGIBfuKHZ7lVipwarQNMpaYIaAGOu8fU+3WSoSTjqXFUWfU7W0mS2G/uEwvESIaTgsBmG4x3Xd7+e1f5zs/cJdkWB4HNhTz/z196ibs5QWrrG32Wikt4nucT6gamkEKNRrDFeJFyp0z50p/iC7/6oVPvS0Dr8mult/O9O6/RC+v8g5/9Tg5n7xUOy7aodqoUk4Iw1TN6vm7cQZAUAf+6XU9Y8Fa71VOfg7AeZiwxdsodLBlO0uzfkzulI2l6Ru9UoIiu6MRDcbLRLANrwPbxvbH4gxpruFegQIyLTdvkoHXgd+oPjujvH7WvFFd8Zvs3CmulNaFgKCxx0DwQPgIPIB/L0xq2mEnPCMmlpBDSQlw/vO5LyGRJ9t/LtdIaPaOH6ZhPXCuAeH+q3Sq/+zO/+1hnuzc6zgr4Gb7p8O8//+/52Fc+xsAYEAqEyIQzDK2hILFpOp1hh0w0w1HryDcFcV3R5amyKhjQiuJ7fjd6DTKRDOVOGbfZ4N29OLmbOyzstRmv9gjZHprpoFo2niJjaQqGpjCIBtmezLA9k+F3QsekLr4NSVH83GzP87h2cI2gFmQuN0ez1xSxkd5JwThxqBqZckSDYppgOmLsXW6X/VjFRr/hd6sDc0BQC2JYBp/4O//skZ7f0cwx3/X3P+S/1lEwh+VYaKpGsyccryKBCFf2rvj516stie/9z9d42xe30G1xfxgGVIKGTT+o8b//ze+kPFekZ/S4Vbn10I58xFpvDVvUe3UW84tUu1U/61uVVQJaAM/1kDyP5ev7vPf31nnp8h7yyf1obzzFf3nfEn/4zjl0PYThGCLo5T5Pa03RGFpDZFkWskDHIqyHOWwekoqm+Pjf+nm6j3hf4ukj/uv0W3nLpV1a8SD/4G/9dzQnRaJVNBBFkRUG5gDDMQR3QBZER03R8BBEwo2jDRRZYSG/QLPXJBvLcrt6G8M20BWdyfTkKQOR8eT4qcI6QilRotVv0bf6JENJJlIT2K6N7dqnHM3g0fvyUYf7qOIe1sJCzXBfnvfIxAVEp+567utOJPM874k7f1mSWS2tIiOLScMJ8991XRYLwldgZKijyiq6qjM0h1w/vM7L0y+LtYrkCU8AZ8hmedO/5qn0FOuH6w+tJR7EdGaaC+MX+Lt/7u++rtf4RsCTCviZleoZnjtYtsWHX/kwE6kJmlLTDwgJaAGG1hDLtkiGkjiO4yc6tQdtKu0Ks7lZVFn1CTJIYnydTwjXs0w0Q1vWuDoeIXxukt8eNAmoAUJ6iEavQSqUojVoEQ2K/WoxXqRjdgipIQ4qFiHPxOgbhAIhIX/yPM6Pn2fjaIONI8G4HVpDYkGxv57LzuGqrrgWT4RRqLIo1rqqc9w9pjVsMZeZozFooGlCuhTSQ0iS0C4/Kf3MdV0m05MMrIEwamnsMZGaQEboylVFpTPssJhfFHIqWaYccfjfPjjH4g+9mfd89i5/5j+9SrxrAqBbNj/2777Aq3mF66UQsxfPs5uPsFG7DRJMJCeQZZmt4y0UWWG5sIwsycSDcXHzrVbI39xleb/L2sGApZ0W2RObVVuR+MLLs3z0rTmaL5/nbn2bKS2Ii0tACdC3+oQ1sXY4aB6QjWepdWvCGzxWEDnqZo9QQGi+H5dG1q7n+ac/9yZ+bmhxfv2In/6Xn+Ln/tfvFtMZRRW2uIpMXIuLQ1MoKQxsXKHvV1RFjNY91+ck3K7cZrG4iOSJ4A5JklguLPtTgoPmw8Ub4LB1yHJxmY2jDTrDDiAiNx8s3sBDcZn375cfjOkEmMxMPpQpfn/M6cAafE1d+AvjL1Dr1DjqHD30NVVWmUpN8dr+a0iSKNISEpqi4UquL4m8//tVWSUXy7FaWsXzPAzH4E71DmPJMRGdWlzzOSKmYz4+H3sDAAAgAElEQVS1eAPgffNEhz4KZwX8DM8dfvvab6MpGjeObrBaWBW7SwnavTYDa0A8HPeNP1RZ5fLeZZaKSwT1IDeObhDQAqwWVlk/Wmc+O4+qqLT7wuik2W+K8aU9wHZsWn0R6xhSQySCCbpm198JF+NFFEVBkRS2j7dZLixjuUJLrskad4/vUu/VGUuMCXOQ4y1UWeVWQ+yAp9PTmLa4ESmKQkAL+MYrsUCMSDBCrVtjJjODLgvpk4bwr+4MO8SCMcFWf0I6mKZqwtLTg2w867PZB9aAkBrCxSUcCGM7tq+JVmSFsB7GiEX5w3Mp/tyvi+JwZyrFzG6DpTvHLI3Wvp/YxtAVtsbj7I8lKbu7DFWJSCKDOezjDbdJySEyzQFLe12y9YdHqPV0hD989zL/9R3TtBIh2oM2el8czHpmT1xPIIyu6DSHTfDEYe1m+Sbnx84LExhVZWiJ8XYimKDcKT8xTS4az/CP/upb+T//yR8wsVfn+37rNf7Fe3KUEiV/1WDY4r+SJPT5nuvRd/toisbFiYtsljfpmSLgZTw5LkJmImlxePQcXM8lFU7heA6lRAld0WkP2xy0TxfzW5VbJEIJCnGhk34Uq1qWZL9zBsDj1Dj6dvU2uVjOH+WnwiluVx7hl64J+duI+HWrcot4MC4Im18FstEs1w+vs1papW206Zv9U1+L6BFUVRWroRPVQzqS9qND9xp7hLSQ7wRnuzZzuTkOGgdE9Ai1Xo1ap4blWMSDcfab+yTDSS7tXGK5sPzMDPqpzBRvmX3LV/XaniecFfAzPFdwXZdf+dyvkIlk/N2ujNBIx8Nxwm5YkMSQCGjC6zwXy53S2RqWcClbLa76hK5Kp8Jcbs53BEsoCTw8YWgi4ftw66pOa9hClcW4eDYzi4vLfG7eH/eFNOEsNp4aJ6yH2W/sk41l0WSNzfIm05lpekYPBcU3WDnuHfvBJrIsY5/om/PRPJqsceXgihjXDpoU4gXaRhvXdelaXd78Ax/nU//2R3CtoP8aFW3I2vd+GFmSycUES9txHPLxvB+KMhqfhvSQ6ByNnuANhFOkQimM4YC/8R8uEzRsPv3SOP/yr72HaMcgc2ubxd02Kwc95neb5KpdVrYarGzdn2z1aB/wgSazOR6lsjDBZ5Mmwwtr7Bdi2JLo0IJagKAapGMIudGIrNcddokGo8SlOI2B6IojAWEIM2KBD60ha6U12kMRufqWH/jEI1Phzv+5fy/+EIvy//3wm/l7P/8HfM9vXeHSS9/D7bhHOpLGdEy6ZlfsZ3vCB1/VVY47QuYUUIWX/VHriHKnzH5jnzdNvgnDMbhycEUc5mwLy7XYq++xVFhiaA0JaAFWiiv+KmFU4EaOgI+zQp3JzJwiyy3kF06nb0kQD8X9Ah4PxR+ZNCZJQofdM3tUO1Vs16aYKH5VBXwUolPr1ri2f40LkxcYmMJLIR1Oc7NyE13RT6kzAOLBuF/A+2b/oe7/Zvkm2WiW/eY+uqqzNraGaZm+KqNv9oWpkcSpNLLHQULiQ+/60Ck1wTcbzgr4GZ4rfPrWp+kORbDGiI0sS2KcKSOjy7pvM9kxOo9lCN+s3OSFsReo9WqoihjdjXTdhmWgq7ogLjkOiqLQt/p+Z6oGVfpWn9XiqtgBStA1usSDcbpmF1kXO9k71TuMp8aZzkyjyRrJcJJsJIvjOKDhh2dIkuiIKu0KWkqj1qn5yV+O6zC0hqyWVlEkhUAk4GuWh/aQRCiB8ub/xrs8jy9+9AMMGjki6WPe+sFPMvaWL6FIQdqDtr9jVBUhv1IVUTyOe8eMacIhLRMRDm9H7SNK8RLf/gc3WL1xRDsW4MN/6W0oisK+OqT7piW2X4aP9sRhQmu0md9vkztsUD8+YDyYJmC5HJsd+pJDLF3gjtOkf26Z/yaXSUWzxEJihRAPdkjbGuFAmOPuMclwEl3VSYQT9I0+lU6FyfQkvb4gwFmuMMoxLdN3oWsP24wnx5GQOGwfkg6nCWpBFt/xRQC+9LEP0D1OE0nXeesPfpLJt36FaqeOpmrsnJvhd//UKt/1e+v8lV/8FH//576HZr/p51AbptgPq4rK+uE6q6VVTNNkt75LIVEgH8sTC8aEc5xrsn64jofgPciSzPmx8ywWFql1a5Q7ZRbzi2J3+wjMZece+7m/f/QtSdIji/Ptym2ysSzJcPKRI3iAgBJg42iD+dw81Y4o9pvlTbLRrO9i+DQs5Bfu7fclfE/ziBbh0t4lgEeS1VqDFsV4kaO2GLlvlDce+rmj/5+KTDG0h74/fS6W43b1NlPpKWRZfqbY1PdfeD9r42vP9JqeV5wV8DM8V/ilz/4ShXgBXdXxXE90L56D5AlXrIE98DvgxxVvWZJZzC8ytIei+xi0URWVntkjokcwbRPHdUQSloTvhOZ6guWuqiqaovmhIqVEyd+/K5LC1f2rzOXmsF2bu7W7LOYWGVgDOoMO7WGbYrxISA+JnackOpqwHmY8NY4syYynxrmyd4W10hqRgOh0olKUYCDI0BYBH7qq49mic1NkhYW3f4HSy39ArVtjKj3l28AqsuJbhVqOxdAeEg1EqXVqtKQWIS2E54nDw1hyDAeHZChJonzMX/qkkOj8ux95F1Y6iYZELpbDci16wx4SEkNrSDck8/n5GMpikoh+nt/rlEmGkhy1BYFwr7HHePI8iWAC96hCIVHg+uF18rE8+XheuLWZfcJ62I9FlZBo9VuU4iVuHN5gpbiC7QjJUzaWZWgNkZCodqoossJB64DZzCzdYZdSvCQmKZLKwju+wNRbPy10xI5Jo9fAczMUEgVM28RyLX7tB97Ehat7TO03+bO/cYmPvP9kB2sZtIdtkZvda7BaWqVn9AiqQQrxgm+jGtBEylzP7J3qOBcLiw911DuNHRKhBK1BC1mSmcvNIUtCPjhyu3sQqqyeGp8v5BYe6RMOCAb+Y7rT8dS4z1i/Xb3t+4R7eIS1MFPpKY5aR2K//Biosspx9/jU3xm2QWPQIKSGyMfy2I5NLpYTO+779tSNfsPnBtys3BTv8Ulk6IPOcCEtxPrhOuOJcWrdGhOpCWESJEl47tPH50EtyE++5yef+n3PO+Snf8sZzvDGwNW9q2xVtzAsQ3iNe6LQ4grPbUUR42sJMYp+FIqJIrmoSNHab+3TG/Z8v+5SQqSAhdSQsHZ0RHG0HGHRWu6U8fC4Vb5Fq9dipbhCIV7A9Vxe23vN76RLyZKf8KWrOlv1LUJaiHgoLrStJ8YlpUSJvfoesixyxftG33f/ms/N+4eCZr8pzFdsS3TpisZR+8h/Hk3W/DSymewMkiQ80EeEOFVRqXVrBLUgti123aOdqyIrVDoVkdvcKdMddgnqAX7k33yKoGHz+bfM8rk3jYli51h0hh00WaParZKP54XfuypGyrZjs9vYJRlKEtKEH/zQGrKcX2a/uc9x75iwHmb9cJ2Xpl4irIfFWFkNEA1EafQbPrFOV3TS0TSqIlK+LNfC8cRrlSSJeCBOx+gQ1IP0jB6FeIG9xh5rpTVhyXrCkHY9Yc/aGojgkUK8QEALUO/WUWUVPPAiYX7px78DV4Lv/8/XOV+xkGRxIMxEMrSHbXGAc10/Hc5xhamK67nCNCYYJR1J+8qDWCBGUA0+9PkzLINkKEksGGMxJ8JLbpZvstvYfawmezoz7TPFR/r2B7GUXyKgBbhRvkExXnzo65IkkQwmT43K71TvsJBbIB6Ks9PYYae+QzFRJB/Ls5hfZKmwxFhi7FT3P1rjPIhkKEmlU6GYKFLv1wVb/gGSWSwYIxqIcrN8k4Aq1hqdYce/jrAu1l+L+UU2yhvCq0APEtJC9M0+ric8/0deA0/Cj7z9R8Th8JscZwX8DM8NPvKFjzCfm6fSqeDiosu6yKY+CesYEWJG+8Tx5Lj/WE3WWC4sM7SGhANhblVv0TN6SLJEQAn4tpijPPCRM9hh69DXkc+kRXa2rurY2P5e2XIsFvILXD+8Tq1XIxPOcPf4Lt1hl+m0CCLpWT2/OI+es2t2ycaE3td2bfKxPLVuDUkWI9JLu5dEIlZ+HhkZ2xNyM1VWCWkhOobo4Ec54CBu1IZtiNE8Eu1hG8dxSIQSDK0hmWhGSNVO4kplSRi1dIwOuWiOaCDKwkaZFzfrtMIqv/DB80ie5BejZChJZ9hhPj9Pz+gRDQh/al3RiQaiFONFbMfmoHmA4zoU40VuVW+xVlqj3CmTCCVQFZVrh9foGl1uVW4JQw+z7x98PNejPWgT1oXtZc/oEVACvpd6qy+08RE9wmHrkHgojuRJxENxP487pAkVgGEbHHcFmS8Ty9DsNxlYAwqJgr97NkyDG4s5fv+9qyiux3f/1mVMxxS7+GGHRChBMBDktYPXRHKdrIj3/uRz1Tf7vHbwGhIS50rneHn6ZabT076ByYPYrm8zmZp8przwoBokEUqwXFhmNjvLubFzdAYd/+ue5/kdbTaaJR8VmuoHUYqXHmkac6t6S2jrC0vEAjHqvTqVToXNyiY3yzc5aB0gITGWGGOpsPTY0XylUyEejrNT32GluPLQ12ezs2QiGUzbZDw57hMOQXxmb1VvkY6keXHyxVOyN9M2cTyHVr9Fe9DGdu1TpjWPQi6W44e/7Yef+D3fLDgr4Gd4LlBpV6h2q9yq3GImM4PriM5KlVUs1/IjC23XRpYFMSgXFVaUU+kpEuEEIAxg7h/XDawBG+UNLu1cQpM1ZGRcSRicAGSiGSEZwvVzjSfTk4wlxrBdm2uH19g+3iYZSnJh/AJBNYjlWhTiBXbruxy2D4kGokT0iD8i9vCExzgSrUGL4+4xMjJDWwSfOI7D0B5yrnQOwzZERKQlOudSokSlWyESiAhJ1ck/4fagLeJGjb4/gpYkSTDmT2wpRyPog8YBtmOLrt8UOePxUFzYmkoS3/WHgvD36fedx8tmCekhXwfteM69GFZZBklMPwaW8FhXFZWQHiIbzTKdnkZRFMYSY1Q7VZbySxy2Dn2XMICAGmCnsUM0GCWqRzEcA13TcXBoDVoYtuHnsb+6+yrZWFa8j46YvkymJokGRdeeCqcYmAOiQRGZOYplDekhQlrIf680WeOgcYBli2SsoCYkhb/5Z1ZxZImXvrxNoeMKs5lgTBx0kLk4cVHwIcwTOZssni8aiPLC+Asctg65fnSdr+x8hd3mLtlolpXiCvnYw51grVt7bKyl53lEA1EW84sYtsFh65CN8gZbtS2u7l8lGU4ylhgDYLW0yl5jj+WCmHIctA44ah2d6poBYqHYqaJ5P0Zxr6P89QfheA4HrQM/DvRBxINxyu0yu/VdInqEntF7aJ+/Vdvi7vFdDNt47HQMxITi/hWAruo4rkM4EBbriROp5ZPwU+/9KUJ66Inf882CswJ+hucCH/niR8SNITeHpmjIsuxbX6qS6luEjm7SI5b1alGQv1RZZaO88dB+b/t42yeiVToV8VxIIlVM8pA8YXuKh29aYTomnWEHRVJ4efplZnOz1Ht1yp0yIS3EYVMU7dncLIqkkImKzm+0r272miznlwmoAQrxAsVEkb7ZR1d0f5oQUAPcqd0hoIrO05Ec4sE4jW6DdDgtDhuSjIzoCB3PEaxix0ZTNBG6cmI9ObAGtPtizy/LMqVESUSD9huEA2HCepiAGhA/u1bnTV/cwpUkPvU+EZ1pOAbNYdOXU42KYXfYpd6ts9/Yp2/08VzPJ0ZZjkW9X8e0TEzHJBfL4Xouk6lJ7lTvsFxYptat+Z3Zq7uvcuXgCj1DkJ96Ro/D1qGvqbZtm5XiCiE15B/ANEW8B5IkCUncybi8b/b9NLVGv+HvTiVZIhaKIckS+XiekC4eM5Ly9bNpXn3TNKrr8dbfv8JUesr/GY1+g6PWkUhy08OYrlgpBPUgO/UdruxdOTVabg1arB+us9/Y9w93mcg9XXoulvN13yNMJCeYTE0iyzJdo8tmZZPx5PhDbmO1bo3D1iFz2TksW1i83q+yGL3f9+NR4/wHYbnWKae4Z0UpWfK13vFQnEwk88Qi++AIXkJipbjCbn3XPwyOENEjItFPj/iJfE/CammV7z7//CWOvV6cFfAzvOHRM3p8/CsfJxwIoykapmP6xW5oD4VPt2miItLCRh7WpiW6tIE58JmvT8JOfUd02oiCfX/RHgVJSJIkzDxkhUq3gmmbvv43F80RDoQxHINb1Vtko1lxczuJ41Rlla7R5c2zb0ZXdWTvxAfdcegaXSzHEn7ZCC3tanGVntnDcR1sx2ZgDUhFU7ieyD3XVLGLth2bsBYmFU0JdzbbYONog0Q44WuaVVUV2m7L8Il/IS0kMrstwR8IqAHe8UfrqI7LVy6MU07ovvmG7Im9b7PfJBIQqWfpSJp0JM1EaoK20abcKRPWxB5TV3Uy0QyO55CKpNg42hAHiWGbeCjOZmWTYrzI+uE6xUSRxfwiy/llWsMWlmNRjBcpxosMzSHtoRidhvUwHaPDXHbO3wmPbujHvWN0VafZb3KrcstXIiRCCVzXpd6tY9uiqLiuS6svfo5ti4mNZVs0jSa/+pLoDr/r01sYw54IlHE98rE88VCc496xcNGThURx42jjkYzrETpGh73mHvV+nWKiyIXxCyxkF+gZvXtMck8Q0/aae775zwiRQITF/OJDzztyortVvSWMTh7QRQeUwEOP+UZgIbfAjcMbSEgsF5dZP1zn1b1XOWgesFxc9tcg0UCU5cIyxXgRTdFYK61xfuw8ET3CYmGRG0c3BAHuvsI/spPNxXIMrSHpcPqpaW8/850/409GvhXwrfNKz/Dc4hOXPuHLu0b5y6NuVlM0BvbAH5uH9BDVrtip2p7tE2GeBgkJRVb8wqCoii/hGtpD4SDlibFqzxBd4VhizO/gHE8Ut77RZzI9SUgNUe/VOWweIkkSs9lZBtaAWDDG1b2r4kalCGtJ27UpxUUXU0yIHXJICfmvR5Ikv+BajnADS4QSSJJEOHBvlKtLur9GuDB+gd36LuPJcZ98NRqXe67H0BAHn1gwhqzISJ6E7Lh87yui2/uD966I1YRtYLs28XAcSZLIRrOYtojq1BXdj0Gdz84zkZpAUzWflzAwBsgImd9YaszfTSdDSZ9jIEsy5XaZw9ahSA1LT/vvu2mb5GN5IlqEiB7hoHVAQAv412XYBi4ujuP4HW08GGe1tOrvW4e20F7nYjlkWUS3qrLqW9JKssTQHtIzeiTDSa4tFzgsJkg3+rzl6pEwjdEDmI6JLMk+Uc1yLTqDzjMRqqbSU+w19nht/zU6Rkd4F9zXTa6UVnxNd61XQ1dOe3Y/OA4H4Ys+ii991Nj7Qd9v0348s/yrwagggwhR2TreIqgFmc5Mn5oC2K7NxtEGjuuwXFgmqAbZKG9w1D4S/I1hh6PmEYuFRe5UhVqk3C6fGq/nosK/IR6Mc+f4DtlY9iE3uvvxvpX38dL0S1+X1/m84KyAn+ENDduxubR9CRkZTdHYPt7m7ivv4CN/8x/zr37k/+U//Ow/Yv+L7xY3PQnKrTKxUIzNyiaH7UM8PALa07uRybSIvHRxfVlaQAkQ0AKnkrUmU5P+SLM1aGG7Nu1hW+jQZZm7x3cxbZOZnAiZGEuO4bouIS3E3eO7uJ7LYn5RuGG5HgE1gOd5DGxhhKErOkN7SGPQEM5rsoau6kQCEVxcX8426kRkSUZXdMJ62O9eY8EYfbMvzGNOpHCO5whvbNvCtE1//z2SPtmuzepX7pCp9zjMRfnsXJigGqQ+qGM7NrqiizG5Jzq/ERGv2W9i2iJUYpTBPbSGfrEPB8LgiVEoiACPEdGp3C6zVFii1q0xlhyjNWgJPbVjIssy+XieoCZywjc++zK///f+Df/2x/41n/yf/znbn3+nmA6cZIu7nktr0EKSJAbmgHhQ7PR3v/AdfORn/zG/+KO/wMf+9s9z+5W3YTqmX5BH72E6Imxnp7Mz/N57RMf7nt9f99cUIKRJjX7DP7A9bod9PyQk//MiSRJbtS0q7Qo9o8d8bp6Z9Iwf3jH6TM1mhd3vyHEsoAVOdeULuQU2y5tIkkQ+ln9oFA88ZF6iqdpTr/VZEFADzGZnyUazHHePhWQsmvPlaQ/CsA02yhv+/hqE/juiR3Bw6Bk9FguLLOYWmc3N+uli8WAcF5dSssTQHqIrOvuN/ccWcFVW+en3/fTX5TU+TzjTgZ/hDY3fuf47bNe3yceEV7lx44N87pd/GPvEXatfz/HpX/7LSJJEcOXjFOIFHNdhqbCE4ziokjBdeRLmsnO0h20M22D9cN1nZudjebrDLuFAGMkTFqeaqpGKpFAllY2qkMqcHzvP1f2rrBRXSIVT3K3dpZgoil2gY/uZ5NPpaUxH7E7DmvDt1hWdkB7Cci1BQjP79IwemWjG7/hPRUiejPVHedEjzftB64Dx5DjHnWN0TawX0mGhX75TEzIdWZK5Wb3XJV0YuwAS/g743V8S7N7ff/cC2VheBIhIKrqsI8mSCA2RFSzbIhvNcuPoBqVECU3R6BgdIanDPYlr9eiaXcKqMF+RJZlUOMWtyi1ennqZ7eNtwlqY3cYuuqJz2DwkqAaJB+Mkw0kG5oDN8iZz+Tm2v/AuXvmVH/ad5vr1HJc/8lMEtF9k+Z1fIiCLUJhSvMReY8/3Cbj7+Xdw6T/8qO/E1jvO8ulf+su8w3GZf8fnhbe5LBzDOsOOT8L7o2+b4Qc/fokX1o/I9m06CQ9VUtlr7lHr1PzD04uTLz718zuXmzsVagLQt4SRzoj7cO3wGrFAzCetjTzu7w8uWS4uc7N8k8nUpGCTn0yS05E0XaP70M99cNQ8IjB+rWj0G5iOyVpxjZ7ZEzG9j7B+fRDHvWPSkbQgo3nCvyEajHLUOiIXyxEPxlHte+VoJjNDrVcjG8lyp3ZHEFc997ETj7/41r/IRHri6/IanyecdeBneMPC8zx+/dKvE1ADVNtVumaXSx//oF+8R3DMAF/46PeTi4tI0f3WPhISlU4FTdVo9Z/s2mQ51ilnK9dzmc5MCzeuaIaBNWCzuknf6tM3Rcynqqgs5ZfEzhKPi5MXKbfL5OI5JtOTNPoNjnvHXDu8Jjy9jZ6fMV3v1tFVUbhVRQUJQmrIv3nbji0K9clrOAVJ7D97Vo+7x3e5cXQDx3PEfhDRkYW1MLqm+3noa6U1NiubPkFsBMMx2Kxs+izsqTuC/fvKQkKMu9WQSDCT73X6siQjyzIBJcCFiQsctg5xXIf5rJCVKZIwvQnqQlpmuiZRPeo/PhfL8eWdL1PrCcOZviniQcdT48LAZv8KQ2tIvVdnKjNFq9/iSx/9wCmb2NHv/PIn/oLwAUA4pTmew1hyzCdBXf/N/+GUjerocV/55AcZOmJsPnSG1LrCjc/zPCERjEfZmhUe6rN360hIuLgcd4/9wigh+Uz6J+FRSV+RQIR4KM7N8k0kSWKtuEbH6LBZ2WSnvsONoxunvMVB2IzOZedoD9p+Ny5Jku8p/iAe/F0ftg4pxApPvd5nQc/o0Tf7rB+uP1Ky9jiYjslR64j95j4AzV5TuNipAT9idrmwLEJLZEXIBV3RpTcHTWRJPhWvOkIilODH3/XjX5fX9rzhrICf4Q2Lz9z6DH2zL4w7wnHh+nWceuT39usZPM/jqH0kAiNaB0xlpnBcx5cePQ67jV1KidJD8hbHcbhVEWS0pfwSMT3mJ58dtg99u827x3dp9pqkw2kOm4ckQgkieoSl/JJwQgsEhfOWLNM3+8JsBUmMpPHQFd0v9qOiG9SCj+ysHsRIzz0iwbWGLfab+xy1jugMOlTaFa4fXhcd6X1jznQ4TbldZiwxJkhWu5vkj/sYukJ/fppWv+VL50aMfiTB/FYkhZ7VQ5ZkXhh/QWSKW+L3JEsy1W6VzqCD67noiu4bygytIUNryHhinPncPJIkcWH8An2jz8AcYHsiRnPneAfHdVBllXKnTK/+6FSxfj1LQAlw/UDkRo8mCalwCkVS6D/mcb3jjDCPCUWJBqIiZlYSsaqGZSAhsTWVBiC5fpv1o3X/oDBCKVF64j4WxKHnQelWMV5EkzX2Gnt+/OnNyk0Wc4uUEiXmc/OsFFdYzC/62eojaKp2qmDOZeawHEsY0ow+D57HSmHlIVe3Rr/xdTM2Gcn4PLynssLvR9fo+iQ1SZLoGB0OWgesH61jORaT6Un2GnsEtACdYYfZ3KzPtk+FU1S6lUc+7098x08QC8a+Lq/tecPZCP0Mb1j80md/iXAgzNW9q6wWV0mFU4TTx/TruYe+N5oRcqF6rw4epEIprh9eZyG3wGFLyLoU6Z4Bx4PYa+wRCURYyAmf53qvTlSPClKZbWN7QoddrggzkkKsgOVaBLUgSCcdoOtg2qaw9czN0jf6Ppu9mCgKUpcks9fYYzY76ztPjUxUEuGEiE0sifHkce/4VHLU47BV28J2bX8nPSL61bjn2HW/OQbAbG6WL9/9MlPpKW7XbvO2u8Kh6+5EAknVSEaSgs0vyXRt4T0vIaYD9X6dgSnSzBRZoTPs+BrugTVgIj3hu6FtlDdOyYIexGpx9ZTl7fmx8+w2dkmEEjiuw3hy/LGpYtHMMZIsMZmZxPVcnx0/2hs//rNSR/IkImpEmM0ki36wiOQJSeH2bA5YZ36niWGnHnr/nqVgjFzaYsEYnWGHidQE1U7V78pT4ZTo+hUdwzV8S9uO0RGmMGPn2GncK8QbhxvM5+cZWkP2Gnu4uL5tbi6WIx1OC5tTSXAOCokCATVA3+xTbpe5U7nDhfELXD+6/jWN1Itx8X4tFZbQZI1EKEGtW3ukP/vj4HkeS4UlFEnwSxzPQUF4BvTNPvVencnAJOlIWiTCIVGICe/50RrJ8zxysRw/8PIPvO7X8rzjrICf4Q2JyzuXRVdlmaJbQ3SCb/rzH+WVX/krpxOmdIPce/8ZtW6NxfwiqqyyfiQCIzw8ukaXrtElFoiRDCUfaQUJYjR4q0+hBDUAACAASURBVHpLxFb2m2RCGUJaCNM2CWthInoEXdHRFE3EhkoqPaMnohWPrjOXnWMmMyOkX46w/VwsLIquVVYI6SHijrAA3T7eFq5rT5HFPAtGXc1x7/gp33kPpm0yl5vz5XUrB2Jke3c6i+3aIkozEMO0TSJaRGRky7K/y85EMhw2D4mH44IAhovpmL6l6mZ585kY2iOnr/sPKflYHlmSubp/lYsTFx+btjb9p39B5G2H4/SGPfYae+RjeRxZHGBe/MB/5PO/8uM49z9ON3jLD3wCXdNxXTFhkBHEQNdxQQHXdrk9KXLkzx0OxGSndVqGuFPfYTY7+9TX1xw0/cKzU9/BcizGEmMEtABb1S3GkmPMZGeEpWxQ5M4XEgVq3drD43cJf59eTAg5VkANCJOjTtXX4GdjWfrWacMiCYlUPMXQGnJh/AJX968+dCh5VgS1IIetQ/qmiFYdTYpGueZPg67ohANhFBS+vP1lVsdW/XQ/RVbIx/KMJccYWkMOW4cossKd2p1HXu9ff+9f/6ZOG3sazgr4Gd6Q+N313xX7VkX2IzeDSpC1d15CV36Vz//a99GvZwmna7z4gf/I/Nt3kOUEtyu3mc5MI0kSmUiG3eN7IRAdo0MqnEKV1ScaTYxYypcPLjOZmhRJZd1j30M8pIe4W7tLNpYV8iRJJqQJg5ELYxcEKe3EjjUcCDMwB5TbZT8ydISvR/F+PVgprjCwBkQCEb/7XT0QO9PdmRxX968ym50VDHujTTqc9qVqlmMJ0xNLsNwd16Fv9gloAVRF5Wbl5hM77gfRGrRYyN2Lxtxv7YOHb3Bjuzazb/scjuvwlY9/kH49QyRT56UPfJTSy5exTrzwPc9jPDnuG684nsPqyWflix/9AL36SRrZBz/J3Le9gu0If/S7tbsgCclSKVHCtgTj/riYYhDUSDUHzDsRjEiKfvPeXnpgDah2q5QSpYeMVh5EuVMmGU6SiWQI6+F7EwdJOAymIin/kKfKIvUMCfLRx4+8y+3yY0NLXFeM9lVZFeoKWb3nX6Ao4MFyYZme0cOwDSF/fArRc4TxxDiVTsXvtmPBmF/Ay+3yU/9tRQNRctEcl3YuUUqUuDB5gaE1FFa68RLRYJSe2aPer5OJZJjPzdO3+o8s3u9ceCfvWHjHM133NyvOCvgZ3nDYOd7hj27+EclgEl3TxX7UtQnqQTRJY/Ztn2PyLZ/y9a8eHrYNnusxsAbcOLrBTHqGoT0kFophdO91MvlY/qtym9pt7NIzekxnpxmYAxzXwXGFhKgz7HDYPCQXyzGZmqQ9bLNeFpGTruty1DmiUb43VvyTKtj3Ix1JC314SujDi4kiR60jvwP/TFJIwO4e38XzPF6ceNE3t1EkBUkVmvRGr0ExXsTCQkUUna+mcN+P+8fRjV6DucwcrueSi+Yot8sEtADayq/xvf/wjwhpIRzXOTHTSWJ7YnUwsMX6YCY3Q9fo0hl0KCVLzHzbZ5l866eEFl4XgTBIGlf2roiu/+RXkgwnGVgiya4+EGuYu1NpVm+WeVtD5bWptE++GqHaqTKXnSMTyTx1+tEetkUX/8BHYMSlUGSFsBrm1d1XQRJyrWctqiAOMMVEkWw0S0ANMJ+bFzbDjsVufffUNERCYrGwyNbxSYfuCRmlJEmPTUQDSAQTpKNpX+q1VFg6pf1u9pss5hdPJaWNrkGSJBKhBBPJCWxPFHjLsXw74VHU6qt7rzKbmeW4e0xEj6DIyiP91xVZ4We+82ee+f35ZsUZie0Mbzh8+JUPk4lkiAQjfgxmVI8iezI9s0fP7BFSRQymjEiJUmQFVVF5cUJIexRFwbTNhzKO+2b/qTvlB1Hv17lVuYWuivH5lb0rvvRpdWyVarcqfMrjJQrxAq/uvsr1o+tf1U7wjwupcMqPTX3t4DU0WeNi6QUmGsLo43ri3nujqcL7vDvsYtomtmvTGXToDXvC0AQxWn7t8LXXXbwzkYzQqt/3KxlllVuORUATmd9zmTmfPCVJErVuTRDe6jv0hj2ykSwTmQkcxyGoBklH0lTbwtBHlVU0VRNOerKooKOgGwlJcA6MHrZr0x12ieoia/1wXBAmEweiON9PFhvhTu0OxXjxif7eAAfNA9+P/1HPAWKFs1xcBoT5y25dTI/mc/MsFZYe+VhVVlkrrvHy9MsU4gUGxoCBOTj1GU+EEoS0kL8GigQihLQQsUCMWCBGPBQXGvdeg4XcArHAvQNVQAswk5nhhbEXmM5MC4+DzAzzuXk2yw9Hmh73jlkuLqPICsuFZQrxAhcnLpKL5IjqUZE9cLjBSnGFbDTL+tE61U6VbDRLUA0ynhznVvWWn/b2uMP2X3jzX2AmO/PE9/xbAWcd+BneUKj36rxy5xVczyURShDWwsK/WpLo9rvEg3Eu713mwvgFoSeVhbGI67oiGtLzeGnyJZoD0Y3Vt+unnv9JbPQnoTPscKt8i/nsPLFAjNagxfnx87iey0pxBUVSuLR36ati5f5xYyI1we3qbVLhlNg9SxK7jV1ajhgBm5pCIT3up2jNZ+fZOt6iZ/TQFI357DxDe0hYD+N6rkhcewam/OOQDCeZSE3w5Z0vM52d9iVCf+Mf/xZBLcD/8Xe+B83R0HXd13cH1SCmY4qO2R5QiBVQFMV3fHM8x89tT4QT2I4t+BMnGmLbtgkHw+RjeWH16jg4iLCOc6Vz1Lo1at0a8/l5Brq4Hm8wwHIt1oprbFQ2HtpNv3bwGhcmLnCzfPORsjEQ05divEhr8GjZ1WZl0+dvTKWn2KxsUogVqHQrvjf//UiEEqKgWuKQGguJqM54KM6re68+8X33POEXfz+hsz1sE1DFGkRRFKZSU4JYJguL3Z36zjNJxuq9Oo2e8Njfqe8wsAbsN/dZKa5w3D0mGozy4tSLdIddApqYFLiui67q9K2+f2iZzc4S0SP+auV+xINxPvTtH3rqtXwr4KyAn+ENhd949TfIx/LcPb5LIiT0yCNtdCIkOphEOEFz0KTRb1CIFdAVXYx1Bw0h73FdEsEEA/PhrvCrIXo9iL7VpzFoMJOdoWN0uLp/lbfMvIXOsOOziN/IGHWJU+kpqm1BeJpITRDviuIwVMTk4sLEBdr9NpqikQgmiAaiJEIJbpRvvK6fW4gXkJE5bN/bFY9yn7+0/SXms/NEA1G2OSmYngtIXNm7AohilY0KFrqqqCiygumYKJJCuVOm0W+wkF0QExtEEVdVoQrQVR3bse+N3SVF/NlxfE27KqmcGzvH7cptZrOzhJIhrh1c4/uCgiiZlHS2qlssFBaYz837NqGjlUg+nqfaqTKdmeZ29fZDkrMRnjYS32/uE9EjJEIJMpEMiXCCcqcsxshHt8jGhPvZammVaqeK4zqCee/ZHDWP8BLeM1mm5mN5odZ4AIZtcOPohkivO8k9f9JI/XFIhBN0h91TFrC+nFBS6Rt9hraQPtZ7dUJaiGJCZJiPJcbYb+2jKdpjf/Zfe/dfeyYXvG8FnBXwM7xhMLSGvHLnFZqDprhROjZIonvR0Gj2msSDcWYzs3iI7O5wIIzt2mxVtjBsg4E58Fnrt8oPn96zkexDY/VnxURqglggRnfYJR6Kc3HyIq7rslXbei5coEZTjWq7SnPY5IXxF2gNWriGOOiYqsRufZfd+i7LheVT+ufHEaYeh0ggwkRqgla/xVH7iMnU5KmvX5y4yG59l1QoRUgLUW6X+YV/s4nnubx8twt0+Vf/uo+m6PyTv/1nRJqWJOJgR3LBoBYkEUwwnhwX6We9OpqiEQ1EubJ/hfHkuJ+MNbK8tV2bUrLkB7i0Bi2S4SSqrLKQX0CRFa7sX2FtbA1DuQyAZJisja/x6s6rLBWX6Jt9zo2fE3GnlsHQHKIoCgkSzGZmxc72EXSHRx0o74ckSUykJvzC3DE6zGSFJe90ZppsJEsuKlLd8rE86wfrvDDxgiCrpSap9qpU21V/TfA4JMNJ30TmcdfxLOE/j0Oz32QuO8fQGnLQOiCkiR1/3+zjeIJDElSDhMNhkc0eLyBLMqqiijF/UES81vsPHzLmsnPf0rKxB3G2Az/DGwa/efk3afQaBNTAPY/uk25JkiXS0TSqKliurX6LVDiFLMlsHm1iOiapcIpUJCXCP07CMh5Ez+y97k65Z/SodCrcOb7DTn1HPM/JPfB+tvsbFaqsMpud5aB9QN/sc3X/KpqscdgV3bjq3ntfbhzdeGwn+ThIksRcdo657BwDc8DG0YZfCHYbuz6r+uLERUzbpNlvMpme5Hb19smN/rTbWkALopyw30e6XxeX4/4xuViOaDAqwmH2r9Izer6BTqVdYa24hmEZNHoNQToMCiOgbCSL5wnLVMcRcbQHzQOx43ds7lTvcH7sPJd3L+OZopvVgxGu7V8TeeAoZCNZqu0qe/U9EaJidGj2m35Qx1Jx6ZGfsVgwdmq/nAglWMgvsJRfIhfLkQqnMCyDvtlnaA5p9ppE1AhLhSXiwTh9oy8Masw+juuQCCfYb+7TNbqoqkopUXpq8QYx/XiWgJ+vBQEt4E9NJlOTfijJ+pEgO3aMDj2jRz6W91cEd6p3uLx3GUmSfEncg/jZP/2z39KysQdxVsDP8IaA67p87CsfIxqKosgKEpI/Oh9ZdA7tIbZjo6AQD8X9MJHFwiJz6TlKiRIhLcTAHPgpXw8irIdfNxt8ZI8KYtfXM3r0hj0m05NY7uvT1P5xwvVcGr3TxLq79btYATGI0+17RedZ3yPP8yglSiwVlghrQiJ1p3bnkS5lyUiSN0+/me3jbTpGh8X8IpZt0bf6KLLCP/9fvp//8a8s8eWZKF+eifIP/+Z38Vd/dIGQLmxmy+0ysix86rdqW9w8uknX6HJx/KIILzEHuJ5LJppBVVQykQyNfoNYMOaztHVVR5M1ArLY96YjaRKhhJ/BXogXuLR7iaXCEr22+F1X7DbT6Wm6ZhdZlqn362IfrwdZP1xnuSCIZ61Bi63jLUzbZKW44r9uXdGZycxwp3qHvtVnNjNLKpLyo09vVm76K6Kb1ZvEgjEO24fMZmbRdZ2Now0s18J0TZrDJolQAsMWh5NGvyGY9UB70H6m39lmZZOF3MIzfe/rxcjIZ7mw7Ifm5GN5Lkxc8AN87tTuCDc3PPYaewysAZqiEVJD7DYePhB/++K387a5t31Dr/t5w1kBP8MbAp+59RnqvbpvaxnUgniuRygQIh6K47jCGEWWZRRV8c03PM+jM+zQHDbRFZ0bRzdYP1qn0hHknwdR79W/LrvqfCzvx1k+6ue8EXHj6Ab1fp210hrLhWWm0sJq1lBP4kjtJ1uD3o9RvnMhXuCwdcjN8s0n5mKDKGRfuvsliomiHyWqKArnxs6JvbvRZjJ9b9S+WdlkPDXOpZ1L6IrOwBoQVINYjsVsdpalwhJBNcjQHnL98Lo/nvXwKLfKIAkGt4eI/1Rl4UXfGXYYOANhzSmJcb/t2JiOSTQQ5cXJFwlqQQq64FxE4hnBueg1fHc613NZzC0+5FffNbp0h12qnSoBLYCExHhynLvHd5lKT4mVy/EWjV7j1CEpEUoII5po3re4tT2by7uXuTh5kb36Hs1Bk73GHlf3rxILxVgtrYo1QTSDhPTMOdijydajPNS/XvAQjP+AEmCvuQce1Lq1U4ZAS4UlKu0KQTVILBhjpbjCQn7hIR94OJONPQ5nO/AzvCHwO9d/h0K8gGVbSLKEbYnuWT35iEqS5Dt22ZaIj8xERGJXOpomL+VxPZfV0irrh+s0+g2W8kunkpIkSYwOvx567EK8gCIr9IyeuEE9J+gMO1w/vH7q7xxFohNUiA0dsm2TWlx/zKPFjXQyNcl2fftUWtbTMJGaYKu2xXJxmZ36Dov5RQbmgKAWRPIkKq0K+XgeGZmf+HHR0eJ5SJIkSHfdKtmIcIlTJAXJkzBsQ3TUaFycvEij12D9cJ2pzBTj6XEGxoD1o3VWC6v+IUtVVDRP8+Vmpm36mdqblU36Zp9EMIGqqEQqYlqxpw4pJUqYjsl2fZuJlOA7OI7D2tgar+2/RilZ8t3aar0a58fO+6Y3I3ey9rBNMpykmCiyfbztFyoJSXTdzUNy0Ry7jV1UWaXer1NKlLi0fYkLExeENatrE9EjXD+4ju3anCudw0UcvB6VG/44bFY2/Wv/RkBCrDxG1zSXm2OnviOmQP0Gtmtz1D4iEhByRkmSxEFEkh7JPP+hN/8QU5mpb8i1Ps8468DP8CeOK7tXuLZ/je3atpA2nUhJAmpAZGSrOpIk+aP1kR5bkiTBuvWEexqeCNuYTk8DcLNykwsTF1guLCMhMZ+d95/7a4IHR+0jP6P8wcCK5xE3SkJet3rwZKa04zpYjvVVTTGigSgRLUIqkqIz7FCMF9msbPpBHQNrQDFRZKO8we3qbabS927UW7UtAmqASCBCNBAVmd8n3aauCla5IisMzAGJUIKLkxcJa2HagzbrR+ucK50D6aS4Sfd26Z7kEQvE0BSNel9MZVKRFIv5RSZSE0QDUVb2hUTuiylhXNMetOmZPTbKG8I7XZGpdWqsFFdIBE9rvG3XJqAF/OI98jyPBqLoik4pUWKttMYL4y+wXFwmoAYY2kMCagDDNoiH4lQ6FZJhYVbjeA6b1U2y0SzFeJHpzDS5aI47tTviMY7xUGzpk+B639jJkYxg9zue0HMnQgkuTFzwtf0jTCQncD1XTIIsw59u3I9EKMGHvuNMNvYonBXwM/yJ45c/98vEQ3E/B3k2M4sqq3iuR1APYtgGsizjeR62a/Pa/mu+K1ZADfgM483aJlf2rnDYOvR3fJtlEQO6Nrb2yJP968Fcbo6IHsHxHH//+LxjfezZCjjwVNOS+yFLMnPZOTYqG0L2Fy9gOAbz2XlM2xTRo1qQO7U7LOYXWS2u4rgOc7k5ZrOzzGXnxE3dFWlo2UgWXRMHOjwxsm72m4S0e/a1PasHHlyYEF4Bl3Yu+WYxhm1gOzZhLexzLEZGQPsN8ZkyHZOMAbnjHgNN5m4uyG5z19dZg+gwu8MuY6kxf39+P1zX5cruFf/PI/OU3cYul/cuc7t6m/XDdXbqO+w19k5NAkC8Ll3RuV25zbnSOQbWgJ7R43b1NjeObhDSQlS7VXRVF9OQZ/Ag/+OErMg4rpDqLeYXubR7ia/sfIVUJEVEj1CMC9lY1+ySjWYpxAskw8lT/u0j/Ng7f+xbNm3saTgr4Gf4E8Xd2l0+d/tzvif06KauSIrY6XmiQ8OFvaaIYBxLjYmiLskctA44ah9R6VR8Eo/pmOw2dkmFBSM9rIe5tn+NhfzXTtzxPI+QHhIpZIgUs28G3Dgp4CvPUMB36jvPPK6NB+PcrNxkubBMLpLDdV2SoaTooBWdrtEVBLN4EccVWn7TMdEVna3aFndqd3x/9aElMrxHrOXRzjoZTvqPkZGJaBHhrObYNIdN1sbXaA1aeHgc94797PDRwW+UaV6MF9EVnZ7RY3H3XjpbIpoWBb61z1RqinQ4DbLwMe8OulQ6FSFDyy0wlhgjG82yXd8+JSWL6qL433/4iQVjFOPC/nS0vx5NNixX2I/Ksux/1kfoWyJdbLmwTGvQeoiY+Kx4Whzq14KgEsRyLaqd6qlpzVZtS+QRKCqrpVVieoxMNEMylMTxnEfuv8cSY9+w63zecVbAz/Anil995VeZy82RjqSJB+MnHteK2IN7Yte9Xd/m0t4lAmqA29Xb2K7NeHIcwzEoxAt4rkcylDy12zZsw4/43DjaAAm6w9fvGjbCZHoSx3WodWvC3ct5/sfnAOvjz96BD6wBM5mZZ3re5kD4Y3eGHWKhGPutfQJKgKE1ZLO8SUSP0Bw0/3/23jTIsvSs7/yd/dx77r7nnllZudTe3VqQENYIhMRuJAHGxATGIMNMBOAlRsNgmwk7iHDY45gYxjKeYPjA0pIRoAVaNkJCiAEhkFAvUi1dVVmVVZWV+3L3/Z51Prx5T1V2ZVVlt1pI3eQ/IqOWPPfkzXPvPc/7Ps9/wdRNYXWKhIIgKQ5HISBSy/zAZ72+Hhaz+1vAhia8wwNJhJSkLaEv7wxEbvnQRSxn5dhobKDKKlc2rmAZFoulRWRJJhlJCstVAkrLwo1udabATG6GidQEI4kRVior5GI5bMdmvjhPIAXstnZ5Ye0FNuobxMwY6WgaTdYOXIeoEaXv9JlIT3B+7Dznxs4xkZlgt7VL3+2LFn40HY5jLF1EnU5mJkPS2f3Ya+8R0SOH2rseFZ738mSCR0FUj5IwEyCJcUs6mmZ5d5n5glApgPhs2q7N1c2rouMQgCIpbNY2Dz3nsCtxjAdxXMCP8Q3DXmuPT1/5NFuNLer9OrZr4/leuNtSZGG0cbp0mpP5kwzcASdyJ1irrtHsN5GRafQajKRGDm2x3Z+9rMgKxXiRhcLC1/ScM1YG1xMLiK8XAegbgfW0QduQybcccs3Hu3kddX56IneCa1vXyFpZQLTfHc8hokU4M3YGx3ewDEv4d0sB2Vg2zPWudCphpwNgeW9ZGMJ4oEqqGLNIQdipMVWT3qCHJAnrVMd3yFpZZGTGU+NU2pUwe71ri7HKcOYaELDX3mOrvoWmaEzcFsY1f5UU2dtdu0tUj4oujiT8y1uDFsu7y+EOs+f0uLFzg0qnwon8Cebyc6HH+9ARrtlvUu/WuVMWcrOMlaEYE/75iiyysU+VTtG3RfLd0s4SUT2KruqMJceYzc+KAgk0ug3mC4d7pB8Fr3a4TtyMM54aZzY3S3vQZuAO2KhvcHrsNOVOGSSR9953+uw0d9AUjZu7N1naWSKiR8Qxh0BTtEP//xjHBfwY30B85MsfYTIzSaPXoBAvENEjSIqEqZoYmvBfzsVzOK7D8t6yIN7s33SGBXuttsZe+3DThyGmslPMZGcEEU4RecOvBIVYAcd1Qvbya0Q9diQEshS20c+vPVoOBnCncuexvvKTmUnKnTILxQXKnTJBIDolSEJS5OOjyVpIStQVXdiJDl3IstNh4R9it7VLbVADGfpeH1na50Z4wnI3akQpJUpE9ShduxsW8lq3RiqaIhVJsVHfwHZsFFmh1q0JYxTPYyItErksNcL5DdGJWBqLMZoapZQsUW6X+cpd4Xc/cAdsN7cPJfNVO1WW95ZRZZUL4xc4O3pWyB7xhUVobZX2oM3y7jK39m7R7DeRJIl8LI/jOWFISy6eQ1d0mr0ma9U1Nhob3Nq7FdqOrlZX8fDCne3LheM5B0JkvhZkrAyFWIGEmWCrucXAHRDRIjT6Da5tXWMkOcJ0ZhrP8ygmihiqwVR2iqnsFNPZ6UdKEL+WLsPrHccF/BjfELT7bT7+/McxNZOpzBSe59G3+0i+hKzIyMiMJEbCG/O5sXPCPEMzGU+PY6hGGCRSSpQeiHocYjI9ScJIYBkWtW6NiBZhJDHyirTghWQBTdGo9Wrc3Hswiem1ji+eFEzqH3jh8X7xfuCHcqrDMJufZb22zkhiJCShqfJ+u1RWiOgRZGQCSej4e04PRVIYSYzQ6rcoxAv0nT6WbonCur9aChAGIJv1TSzdotFpCBZz4IVkNMd3GLgDbuzcQFd0bu7cJKbHQn/v+eI8tyq32KxvkrWypCNp7lTv4HgOjV6Dc1e3ydR77GWiGOcucG3rGpc2LokAGFni5s5NZnOzdO0up0qnmC/OM5mZJG7EGU2NslBcYDo7zbWda2w2N9FVPWyRp6NpLoxf4ML4Bc6NneP82Hksw+LM6Bla/VZI/EISC4GR1Ah77T1a/XvBI0NLVi/wkJFfsbxqr71HNpZ9/IFHQCleQpUFtyARSYSLkCGubFzh6vZV2nabteoafuBj6RYg2u6Pspk9bqE/HMdX5hjfEHzihU+EIRD5WB5FERaRyIhUMQIUWcHzPeHchJD+EAhCUKvfQpVVNhubFOPFB1KxLF14cRuagSIptHotsrEsjufQsTsvu32YiqTQZI075TuUkg9fMLyW8cwbsvxPf7bJ2242GK0N2EwbDz12Ij3BVn2LsdQY67X1B66nhETCTBDRI3TtLmOpMZr9Jqqi0mg1iBvxMPZSkRQs3aJji9SzuBGnM+igyqqIFpVlnph4gssbl8P593Zzm3q3zpnRM6EEqWN3xPxZ1XA9l6cmnwJgobSAj0/H7nBj5wZT2SkWigthu1uVVc6OncX1XHKxHN/62b8E4PeeSnF19xB2twR3q3dZLC4KwxJJIqpFiaQioUxtaEM7JHGNpUT++pWtK3jBg7NnQzOYTE9iezY3dm4wmhpFkRQSZoK7lbtoiha6/W01tpjOTtPqt0TwiGaGn5WXg0a3wZOTTwpr4oekpD0Mudi9TIFkJIkiK/SdPhu1DQrJArIkHyB4SpJE1soSN+Os1dbCLpbt2uiG/kjv9eMW+sNxXMCP8bcO27X5yLMfIapGSUfTuIGL4ziYmomMyPxWZXHjNhQDT/JwHIe+20eVVQzVCDWx7UH7gQ94Pi4CH1arq8zkZui4HSRZ+KM3ug10TeyIXk4Rn8pMsVHfYOAODpW6vB5QtzT+9Gya771Y5X3P7vGr7z58h30id4LVyirnx8/T6DU4M3KGaqcqbsL3XdKp7BSVdkUkwzk9YkYM27MpJUuhnlyRFGJmjEqnQsbK0Ow30RUdVRGuacu7yyyUFlivrbM4skiz2wztbPtuX0SRZqaI6BGMwODatrA2VWQFP/C5uH4xnBMPGevD2NKhV77ru6yUV6h365QaA956rYKjSDzzhtxDr5Xru49MZxsm54EYFwzn1gvFBfpuH03RcH1B0mz1W5RbZW7uiq7OYnERz/fw8UNPcE3VcGxRwD3fY6+9x3hqnIE3CKVa17dfZlqcJLIBJjOTXN64fOSHBUFA3IyHBXz4eYuZMUzdpGf3wmt8P3KxXLgAm8xMUu/XSRiJcCTxMBy30B+O4xb6Mf7W8ekrn8ZQDXpuj4geCc04HE8U6Va/JWRkyAy8AQNngKqqgDHEdgAAIABJREFUJCNJIlqEgTfA9+/d3CRJIhfLkbbSLJYWGYmLeVsunuP23m1SkRQRVeiEM1aG1coqZ8fOHvn5RvUotW6N3dYuU9mpR95sXuv46JvzAPzg8xV053CZkaEYnBs7xwtrL7DX3qNjd9hubRPRI8zmZ1koLYjwDbtLOppmu7UtdomKgqEYYbxnVI/i+A6O6xA34gzcAaZqhmQuXdUZz4zTd/qUEiVu7d5CkiTG0mMHns9QB60pGlkrS7ldZqe5Q2fQwVCEcuHG7g06Todat0ZAcKDAgmDL5+I53vdsGSWAPz2TphY72s5PCu5btQQwX5x/YEd7a+8WhmpgaAZ3yndCq19d0cnFcpwZPcNMdoaZ7AxbzS2RzKVHhXf/fvTqXHGOUkK0qjsDYShzZ+8OAYEwMMpOMV+Yf1kGLV1bSNJejsRyyBwf/hxd0QkI2GpshWOMl+YQDCWDAKdGTqHICploBlMzH/t5Ot6BPxzHBfwYf6vwfZ8PfelD5ON5qp1q6L6kK7q4obsOcTNO3+3Td/vC7UzWRJGXFFRZxdRMprPToY61Z/cot8rUOjWWd5dxcXE9l8APWBwRbU5Zlnlx80V22jvMFeawHTtMx3okArFbWK2tosna60b3/TBcnrC4PhIh3XV554sP6ovH0+PEzBi7nV2yVpap7JTQPCNY2Lf2boUa/mGhmcpMUevUxGtCgKZqKLJCvVtHkRR0Vadjd4R8cN9dT5VVbu3dIqJGsF1hYbpYWhTaaGTOjZ07oI0OCFjeXabarZKNZUPr1mxcsNqHufFTmSnOj54/NKkuIRn84PNiV/mx/YXMUXB/S3wmN8ONnRsPHBPVorQHbe6W73Ju7Jx4r+4ts7SzxPXt67i+y1ptjUqngqEayLLM5Y3L3C7fJhfLMXAH3Ny5yXZzGzdw7xEIJVHgZEkmE81wY+cG88WjM9P7Tp/d1i6Gahy58E9lp9BV4So3m58Nz1NKltht7RL4QZhEBkAAp0dPY+kWfuBzc+cmHbvDta1rtPvt8P3zMBzPwB+O4wJ+jL9VfGH5C3QGHXzf58zoGSJaRBDY3H4o1TEUIwwqQRYfYEVSsF2bQBKM45h5zxCja3fDdrjru3QHXbp2l3wsT2fQYeCItvcTE0+Qi+QwNTPMKH4c5gvz3NwRrc0T+RMPzNpfd5AkPvpmsbD50S/tIu1HjBbiBeJGnHwsz629WyTNJKloinKrfMCcZKG0QKPbwPM9QUIzLNbr66SiKRzPued+5vpEtAh+4OP7Iqfc930GzoB6r05v0GO+NB8y1KcyU3TsDnEjTsJMcH37OufGzjGTmznw9IMg4MbODS5tXGImP4PruswV5pBlWSwcJIXLW5cPnfm+9blVsh2XG8UIFyetI1+y+0NEDsuwBvHeGXZwLq1f4onJJ5jKTFFKlEhGknQGHRzPodlvstvapd6th4+N6BGWd5eZK8xxIncCRRLv23Q0zWhyFEmW8D0RsrJQWmClskI+drQFyLA9fXXzKnPFuSM9ZruxHfrgm5qJLut0B106gw7jmXFu7t2k3C4zmhyllChRSpZo99uh01whXmC1ssp4ehxVUQUb/gjP8RgP4rFXRpKk3wC+H9gNguCBvqMkSWngN4BZoA/8VBAEV/a/twK0AA9wgyB44/7/Z4DfA6aBFeAfBEHwyuyEjvGawtNffJpEJMFGbYOx9JgwQpGErlc3RIiG67pi92Z3iOgiMckNRFrU8M+IdC9JSZIkUtEUtW6NdFRYNcrISJKEJmuossp0bhrP94S5Cx5XNq+EIRCPgqIqTGQm2GnuhGEVr3d85nyan/3TDc5udPmJKwN+67wpQjgSJRzPIRFJcHXrKnEjLljS+6OMmeyMcDRLlWj1W/TdPnEpTjFWxPZsLM2i0W8Ij3tsYlqMSl1kew/cgXhd9Qiu7xI1oviez2Z7k3wij4yM7MnUejVSZopTxVPIkozt2oynxpFl+QDrOQgCunaXVDRFo9fA0i0hAXuIbmrE1fmJP3wOgN99awFeoUa6M3hQDpWOpik3hZzO8R2mc9MsbS+FoTBDGdx0bhoCoRk3NTMkSq5WV1ksLYq88vJtAFzbDfXhA0cYo0iyRM/pMZ4aFwW/NMfy7qPtg+u9uggd2XfGWyyJ+XvP7j0Q0qMpWmhtqykat8u38XwPSZYYy4yxvLvMXmuP+eI89W6dzcYmUS1K/fL3cvOPfpJ+PU8kXab4Hf+JN77TENGh+uMT0Y5b6A/HUXbgvwV89yO+/6+ArwZBcB74R8B/esn3vz0IgieGxXsfvwh8LgiCOeBz+/8+xuscl9YviZmdH5CMJgkI8H1fhFLss2iHMYSSJNF3RAtdlmR2mjtc37nOWnUNz/PQNV1IeArznCqdYiY7w5MTTzKdnRZuWpJgAtueLWwpA0Fi8wMf3/OPVLxVRSUIAlYqK5zMn2QkOSIIU1/HGMZvBvR1hf/j+4U06SefucbblDE0WWNpZ4lmv3lP/mOIGW0hWeCpyafIRDPCQczzUCWVUqKE67rYvs3AHXC3dhdd1fECkQS2Ul4JbXFd3yVuxLm2dY1CosBmY5Oe2yMfz+N5gvCmKiqFWAFZlnF8h7XaGvlYXkSK7ruc3R+EEtWj3Ni9wfLeMst7y6StNPPF+Qd8y9PRNP/imdtk2g7PT8f4b0++MmmVqZmHZtCXkiVGM6NcWr/E1a2rpMwUJ/Mn6Tk9To+cFql2doeIFuFu9S43d28eWIwALO0s0bMPOuCV2+XwPa3ICgN7QNyIc7t8G0mWDkjPHoa+0+f8+HlAjECiWhRLtx4wRprKTJGKpljaWSIIAi5tXMLxnJCzsFHbEJnpgzY3dm6w29plrjDH+nNv5+pH/zn9ehGQ6dUKrH7yf2frhW+n1qsdKQjouIX+cDy2gAdB8Hng8L6QwGlEESYIguvAtCRJxcec9geB397/+28D73n8Uz3Gax1Pf/FpTuRO4Ac+PbtHu9+m0W2wWd+8l9MdEMqSLN0CSeymqh3xFkxFUyQiCXp2j0a/gRd4dOwOW80tHNcRbljbN8R8VIakmRS7cEVFV3QRinFEnMyfFIYtQK1bo9KpcLd6l6yVfVUyxb+Z8bmzaT57Jo1l+/zPH3qWTq/FwB2wWd/E9mxOjZ4SiyLPIx1JM7AHDNxBqMMetkajRpSl7SUSZgIJCdd3wzl3xsoI7XPghW3U8+Pn2aptMZIcwdIt2oM21U6VvttHV3Qc32G7uX2P6CjLGLrBbmuXtdoaUT3KRGaCqewUqnTwxl/tVMV8WhJs8HQ0zWx+ljd+ZY3v+OoOfV3hl98zRSC/st33YSEvUV38/nerd0lEE8xkZ7iydYVypxy6s53In2A8PU4QBIwmRxlPjZO1sszkBKltNj/LyfxJYTe8H6Yym5sla2XZa+0hIWFqJtGICGgZdhkOe48GQcBcfo5zY+eYzc9SjItb9WhqFAIxglIUhYgWIRlJkoqkWCgucLd6l73WHlEtGqae9Z0+XacbfqaGYw1FVsKFxs6f/TM82zzwHHzH5Cuf+BGK8eKRlCDHLfSH49W4MheB9wFfkCTpzcAUMA7sIHx+/kSSpAD4f4Mg+PX9xxSDINgCCIJgS5KkV2aNdYzXDFYrq3z5zpcpxotYhoUiKyzvLXNh/EKY8azICn27TyFREHPryh3uVO4wnZ0OmapxI06j26DrdNlt7YbnV2UVS7dY3lvm3Ng5CMD3fAaI9Ckv8FBlVdhsHmH3PdTz+oHPSHIEUzfDluJ6fZ254uPbk691/Mfvn+Bb7nY5dW2Lv//lbT7z9gW6dpe4Ecf2bMZSY9ieTUAg/gwCTNVk4AyEJFCSeWH1BXKxHN1Bl2KiGEq2TuROENEiBFIQvu6yJIxdVFXF0ix227vhzFRRFJq9JpZhEdWjmKpJzIhxu3I7fL5RLcqd8h0G7oDF0iJ9u898YT508Rti4AxY2llCQmJRyfGLnxQkqv/8rlGUuXl4ye73qDjMma6UKNF3+mw2hM93ykwxm58NZ8hzhTm2G9tMZibxfI+R1Aiu69KxO7QGLfpOH9dzcX0xOnpy/Ekm05PC7jU9gSzJDJwBmqxR7VTRlXtZ7gkzQSFewPd9ZFkWhV4VrO/r29dZKC6QMBJ4gUc+lkcKxGdjq75FzIwxnZnm4sZF6r178/i50hy+5/Pi1ovMFkSinO/7pK20eJ1khTMjZ8JORLd6uBSvW82yWd9kPPNwM6Ahjgv4w/FqkNj+A5CWJOmrwM8DXwGGfaS3BUHwFPA9wM9KkvT2l3tySZJ+RpKk5yRJem5v79GWmcf45sUffvUPKSVKocmGqZnMF+ZxPCdsF15cu4jt21TalQMEs/tbgcP40OHcdYgzo2dCYtud8h1q3RqyJKMqKhE9Et7Ah5nij8NsbpZGr8FqdZW4GWenIbyxJSRO5E4Q+CI/+vWMWkzjv/74twLwD37/WUaqAzLRDAEBPbtH3+vj44emOmkrzUp1BQJhTNLut5ElmdHUKH23z0plhYgaIRVNCb97t4/neTR7TQzVoNVv0e61SZpJtlvbuK6LpVlIskSj20BTNAbOQMR3aga2ZzOaHGU0OUoikmAiM8HAHQhnL6dHrVfDCzwmMhMslhYf2CErssL7nv4Lks0+l09mef573xKmfL0Si9HDSJGWbh1wO0tEEuEcGwR7fiw1huu57LX3qHfqXNy4yHp9nZgRYzo7zXh6nJncDKV4ieXdZQzNEE6Evo8v+UT0CCuVFe5W7oYF9GThJFEjyoubL+IFgvNxZesKz60+x/Wd6yyWFlFkJUw7+8raV2g7bWRZphArENWi9N0+6ei993jMiFFpVZAkidPF00TVKO1+G8dzuLp5NSTzKbIiRmFIWNnDXf0i6bJIhPNcJtOTTGWmxNe+vepMbobp7DTT2enjAv4IfM1XJgiCJvCTAJLoh9zZ/yIIgs39P3clSfoD4M3A54EdSZJG9nffI8DuoScXj/114NcB3vjGN76++5avUzR7Tf7mzt+EN7iAAMcTdpcbjQ0GzoByu8xsYRZTNZGiEoZmCObxoHOA2StJEnEz/gAZSVM1Wr0WZ0bOCDKUFhGzVsmkbbfDmMiu0yUby3Jm9AwgTGWGu8L7W4+KrBA343iBh4RoSy6WFnE80aY3FIOx5BgDe0DXeXyC12sVHz0Bb3rTDG989g4/+2uf5z/+L+/mZm+bqBkFScRGFuNFPE8Qn8bSY2JHPegTi8SY1Wa5uHaRxdIiekKn1hN2trqqC+cwScyOV6orIjYyELKsgTtgLDUGkuikKJJCpVMRrn0oEAgvb10RM/Xx1DiKpJCMJJnKTImcccWk5/YwVIPr29cZSY4wm5tls77JbnuX9192+PYXtuhpMr/0AyNsVG8Ln3wJ0laaZCSJJEms19Yfy5QGDj2m5/ZQZZXF4qKYx+8uC6nZtmjlD8NQFkoLRLVoqLjoO/2wVU0AuXiOVCRFIVGg1q0RM2JiV+7YXNm9gusKEpyhGiGTfTo7DZKYn5uaSSlRImbEwoVt3+mj+Eoox3M9F98TueuKouDbPlkrS61bYyIzQSFWwAs8Gr0GcTNOz+mx195jIjNBoyeUB4qsEAQBqiS6XU+972P81W/9Y3znXhtd1np8y488QyFe4OrW1cde1+MZ+MPxNV8ZSZJSQDcIAhv4J8DngyBoSpJkAXIQBK39v78b+OX9h30S+AnE7v0ngGe+1udxjG9efOz5j1Hv1kU+N1IoEbNdG9dzmS/O0xq0kCQJx3fwA5/txjbVTpWoHmU8NU7UiIr24P7urhQvUelUhL1kAJ1+h5XKCslIMjSHMFQDRVbC9rypm5i6SaVTYaMmGL5xMx4y1mdzs3iBiEBs9VrCpSo9Kby67R7Xt68znZ1msy7aoaVEibniHCvllTCu8vWGZr/Jf/3xb2X6TpmZO3v8/K9+jl/5F9+JrcpIgUS1U0WSRWu22xfhIblYDlVRqXfrGKqBqgjL26nslDDlUVRcT8xaCaA9aDOeGg8LdzKaZDIzyfMrz3Nh8gIDb8B2azt8fRzPod6vkzSTuIGLjND4PzHxBLO52XBxGDNiOL4jZICSsCAdTY6SiWf4rssV3v97zwJiVLCRMRhPjdN3+yxti4JXTBTZbGxiaiZjqTFWKiuPvFaHEbK6gy6mZnK7LBYHWSuLLMuUkqXQRjZuxkVIS7fGRHqChdIC5Xb53ohoP/xl6HwGwtp3r7XHdnMbQzFYGBUM94vrF8OF6F5rj2K8KOJPPZtqp8pKZYUgCDgzdiYkY15du8rZsbMogULPFY55rusS0SKhJC1jZeg7fQbeIMwtWK2uComeJBMzYmLk5IuAmkq/QjKSZOJNf8mbXJuLf/ij9Gt5opkKc9/3m7Qmfp/2rvRYC9hhl+AYh0N6HBlHkqSPAO8Acoi59r8BNIAgCH5NkqS3Ak8jpGJXgfcHQVCTJOkE8Af7p1GB3wmC4N/tnzML/D4wCawCPxIEwaOIcoDYgT/33HMv93c8xjcQtmvzA//5B4gaUdaqa5QSJbab2yLHOxCOWIZq0Og1yMayojXrCDe2Rq9BMpokbsQxdTMk2XQHXRKRBKqyHym5z2aXJCkMeBjO/IbRksPUKkVWKLfL2K5gRvfdPjOZGW6Vb6ErOqVkiaSZpO/2qXVqxMyY2HGrBh27Exbv+zGdnUaRFG6Vb30DrvDXHzO5GabrHv/q33+KdHPAF88U+O1/+r04mowiCw97XdGRZRHNqUgKTuBwZf0K86V5cQ0HPRRFwfVc4Ue/7wVgGRa2Z5OICEtNUzHx8ZGR8QKhIlBkJfTatgyLvt0nqkdxAxcFhb32HslIEl3V8QOfWzu3mC/NU+vW2GxshvwJS7dQFZW3X63xr3/rK6g+/MYPLPDZ73sSSZbCXfH9kCVZmJUEhF4FpmYe6v8OwmZ22CIf2sGOp8dZra4yXxSeAgEBES0Suvpt1jexXZsnJp6g63SREZIu13d5cevFh74uE+kJdE3HUAzWqmu0BvdGTTkrx0hihL4ndvL3cwBAxHoOyaSpSAov8NiobTCeGUeWZJq9JslIktXaKqloiqSZxPZs6p06GSvDpY1LyJJMIVFAkzQMzcDUTOr9OploBkmShD8DYvxRSpaEf0AkGXJJZnIzj7UlNjWTL/xvX3jkMa93SJL0/EtUXCEeuwMPguDHHvP9LwIPOAAEQXAbuPCQx1SAdz7uZx/jtY8/vvLHWLpFMpJEzsgkIglBQDJjIUksIBBpUp7PSmWFkeQIpWQJQzPIWlnRzvP9MJ1qKF3xA5+7lbshyUZCopgQrFrbtcOdmO09Ot96aWeJdDRNzIwhIVHr1LhVucV8cZ6lnSVUWWU2P4sqq8wV5h64Ieqqzo2dG5zMn2R57/VHbFurrpEeO8+v/K/fwy/8+0/x1hd3MX/lU/zaz78Lx9SJGlFcTxCvYmZM7MIUjQsTF/AD/54Dm6zRHXTZrG8ynZ3G0Ixw8QVg+zYeHpv1TQqJAvj32tI3dm6ITOzUmGjf2sKG1/XcMKLUcR3RnUmV6Npdsdu8byxSTBSZ/9yz/OtPrKD68KF3jPO775gk6JSJGlEWSgts1jcPFEI/8Lm5e1OY2MTzJCNJbu3dYiwlRgVrtbUD16rSqaArOrZnM5ef49r2tfC9cmPnBoqkcLJwkjvlO1zfvs5ocjScGXfsDrf3RPE/NXIKGfmRRS5mxpARyWU9R6R5lRIl8vG8yNxu74SRqi/FZm2TeCROOppGkRRul29TTBbFyML30TQNSZLE4rrbQJHE561tt9E1nbOjZ2kNWsQN0T1o2S1mcjMkjATNfhNZkoXEzffJJ/JUOhVmC7N8de2r4XOQj0DBOp5/PxrHV+cYXzf4vs+Hv/RhsrEsA2eAoRlc3rgsjDu8AQkjgWmYXN24ymxhFtd3GU2NEtWEHGarsUXCTISBJZZuiZ2Q1ycgIKpFmUxNClIZAX27T9sWx8bNOBu1DfzA50T+BLqi07N7+IGPoRl4voeu6ES0CH2nH+6WvMDjTvUOMSPGnT1x43R9N2QtzxXmmMhMYGqmsPrUIuGOa3lvmfniPJV2JQzceD3A9V1kWebzRg0+8G4+8Cuf5cnru3zgVz7L//1P30lZ88jEhMf8UP7n+z53yneYyEwQeILQNFyETWYmkSSJzdomE5kJHJywyKzX1hlPjzNwBkR0wVK/W7mL67u4tsvtvdvM5mdFOtd+cXd8B1MxcRA7+8365gO8hPniPBf+21/xC3+0hhzAb7y9xG+8e5K8bmFoBhE9Iro/bp/54jy1Tu1eznwAmVgmfJ3z8TwxM8bd8t0w1Wy4UGj0GuH/DTkf97PTvcBjaWeJ8fR4mPWdtbKMJEfE+zkzyZ3KHS5vXOZU6ZToPu0z7k3dxFTN0FFOkRW6gy6qqjJfnEeVVJqDZhhMEjNijKXGQsb7/SilSqGjW8ftMJoaFbNxScWTPNYqa6FmPqpFhY+9ZFDv1UP3RE3RuLZ9jfPj5xm4gzAS9E75DoulRcpNkfm+Wltlsbh4wF3OMqwDCoKH4djE5dF4bAv9mwnHLfTXFr5w8wv8u0/9O0YTo8iyaGH7+OCLG5mmiFU+AQy8AS9uvogkSczkZqi0K5SSJUzNpNlr0ug1KCVKyLLM1c2rnB45HbZQV6orLBYXRea0otK226H39NApaphBPJGZQEZmrbbGwB0wkhghn8hzeeMyZ0fOcrt8m47dYaG0wNL2IVGSiJ3+bF4sOJKRJFe3rj5AYBpLj4WGJ47nvOYTzM6NCn3vXnuPhQb84v/1OTLVDpV0lA+//3/guYUslm6F7epGv0EqkqJrd9FkDduzaQ/a9Jwes/lZ8e9+m4yVCXfvtW6N6ew0XbsrCFquTavfOiBjAnH954pzRNRISMBa2lkibaUPjXmd8Ex+7uPXeedlsaj60HvP8cy7RIu93q2zOLIYvtaWYYlsa0UlbsTZae0ILfchRTCqCc257dnIksztvdsEBGStLKVEiXqvzkZ9g+nsdDg/l5AYT48T1aOsVlfDnfP9UGWVQqJAPpZHldXQxGY4BhrKLt1AOBZ6nkguu7Jx5VCnuVMjp2j1Wwd8/OcL81iGheM6Yha/3+UKggBd1al2qliGJcxd9Ch9px/+fk9NPsWVjSvk43nh276fZdB39+fixTm6gy65eI5mt0lr0KKQKHBp/VL48yfTIl/gcSjEC3zqn33qsce9nvGoFvpxAT/G1w0/8/TP4HpCUegFHpqs4QVCNjQkveiqSClSZIWoHg3NXGzPFrsMRbQXgyDA8R2iWpSN+ga5WE4UzUBIy5DEzVGWxPz7ubvP8eapN+MGLkEQsNfew1TNMMsZREiJKqnUe3Us3RKt3dw0t8oikOOxqWOB8P72fO+xrfOF4gLLe8svO7P5mwWz+VlBGvNdWoMWJ3s6/+SDn2Z2RVBX/vzbZvnEj72NsuoIC1MrRc/uoUqq6HroBrVujVQkJYpuAD6+4DDsj1IkJDp2B13VUWXBxt5p7Tw0K7qYKGKoBvlYnp7TO5TR/O1XqvzSH22SbA/oGyr/5X2LfOS0cGIbTY7Sc3q0B+0HFmCLpUVu7txElkUbexiWctj9cqG4gOu5JKIJtuuCfDmdm+b69nUM1WAiM0HP7hE342w2No/kkAZCGilLcjiTtnRLcDskCSmQ6LmiuA45HpIk8ZXVB+1iz4+dF8TN/cVNVI9yMi/Sx1zfRZH3U+ICEQAUEITueMPY3Z3mDu1Bm5P5kzieg+M5JCNJXM9lvSZ8EcIgFkkmokVYra6G5M754vyBkJf7FzWPwmhqlE/+3CePdL1er/iaZuDHOMYrwdXNq9zavYWu6mQtkQjl+R6yJFNulUlEE3iuR7VTJR1Nh3Ku4Y5DV0XL25AMyp0yqWgKCUGMGU0KXbGECEfw8ekNevj4VNtVMctDzFQJBJlovbrOhYkLeIFHJpohGRFEtVuVWxRiwoAiFxemE7qi07WPIA2TxNdRjl3aWQq9xF+L7XXXcxm4AxzfIRPNsGu6fOCffyvf/9kl/tFnbvGOL9zi/ItbfPDHLvDfR4R9bcJIIMkScT3O8u4ys/lZJCQq7QpxMy48vCVBYBvmgw8DTmqdGpqikYuJ8JnDbvY7zR1KiRKe52GoBhEtEu5oUx2Hf/snFb7tBVG0npuO8cvvm2Yzfc9Gdb22zlR2ilr3wRiGvtPHCzw8zwsLz3hqnEQkwY2dGw9Ypg4JjIV4gancFJqicX78PAoKA2/ArcYtOIJQoRAvkLbSGKqBrui0+i2x2CXg2s61cAEY0SKMp8fp9DtYpuh8DNwBFyYuHJgzj6fGCQgwNZNUJEU+nkdVVHpOj93WLulomkQkwcAd0Og3SJgJQR41kwzcAYlIgt3mLu1Bm0K8gK7o7LZ2haWuYXFz7ybnxs4xcAehpWtEj1Dr1A4oM+5Pjjvs3w/D8Qz80Ti+Osf4uuC3//q3GUuPoas6K3srTGQnwmI6lZtCkzQ0XUOSJbpOl7gZD3cDPb9Hq98Ss0NJsIeHBLahr3ZEi7Dd2EbXdEzVFC1GWSYXz+F5HmfGzghN8b6/+pOTT7JR30CWZVKRlLjRqBHy8TylZInLG5e5MH6BSruC7doiQvQxjlyWbmG7duiy9ThsN7fDwIjd1m5oD/tagKmZISlpmNsej6V59ke/gxtvWuCnf/OvOXm3yr/9f77IW940wh///RKVkoIma1xcv8iZ0hkGzoDWoEUyksR2BWEtaSTxfA/P93B9V7D9+x1S0RS2ayMjE9WjzBXmuLl788Bziptx0eb1etzcvMmp0ikY9Jn/s+f5+T/ZINHq09VlPvjuMT7+pvwDFqlzxbl7Wuv7cCJ3gjuVB0ce6/V1glrAXGEubIHXe/UD7fXd1i67rV00WWMmPyP4AK5IWzssAe2lSEfTrFXWkGUZyxDkT8d3xPW6r3vTc3oQQK1XQ5KkkDimyApjqTESZkLtO8GhAAAgAElEQVSw/l3B+h8uUHeaO2RjWSzNohAvcHvv9oE4VBBFMxPNcKd8RzjFNbexdAtLt9hubpOxMliaJRbRksgYWKuuMZGZQJVVrm5ePdQT/n4cxUIVjmfgj8NxAT/Gq47Vyip/feuvmcmK1uNkVlg/ur5Lz+7R7DVJRVO4voupiyAKVVZp9prk43kiuoj6HOq5NVUjqkQJ/ADLsHA9l57TY6MhdlcZK0MhVqDv9LlTvoMqqywUF/AQoRq2ZyNJEuOpccFIDwg9CCfTkyHTfPgzT4+cDjW5QRA8kMo0xFh6jL79+DCG+2F7Nte3rwNit5WJZmj0hR/8UW9q3wgYioETONi2HY4LZrIzIhxmaoR/8wvfyXf9yRX+4X+/xnc/u8W7n/sjrpwZ4+knLM5/+9t4YeMiF8YvsPPCO/njT/wwg3oRK1vhifd8lBNv/SKO7yAjs1JZYTIzSc/uYRkWzV6TRCRBRItwqnSKq1tXmUhPkIllaPfF6GWrscVIpcd3fPozvPcrVRId0Q5/bibGL7/34K77fvTs3oFdO4iFSt/pP9TrXpIklveWkSSJidREmKT20sWe4zvc2LnBSHIETdHIRrOkI2kURQlnyYdhaWcJQzHIJ/LcrdwlY2VodpskzeQDC8WoEWXt2b/H5//gR+hWs1jZKk+896PMvPmvBefED+g6gvU/mZokZaWI5WL0nT43vvgmXvj4DzGoF9CTO4y+61fJXvgMIOJLvcDj1Mgprm9fR5Zk5ovzNPtNCvGCSJYzLaEX98SiOxFN4Pou7UH7scUbjnfgrxaOr84xXnV8+Esf5kT+hNBjB3JomShJElE9GiYomZqJFEjYjo1hGULrjSB9KZIiEpV6LSzDEtGRgU2r2yJjZfBdoTf2Ai/0gM5YmZCdLEuy8OgObGrdGgkzge3aGJowd3ECJwyT6NgdprPTYWaxJmuYmil22J7NOescG/WNAzvmocf0UYg4D8NwtwZi1idJ0qE68280ZElIla5tXhPGI0ac1kB0SGRJpuf20IwIv/6WNBef/G7e8ydLvOXLK5y/ssH/eQW2/2iVv3jHAh+5eZov/95P49mioHYqOb70oZ/CDzzG3vgXdJ0u6WiaK5tXODdyDtuziRpRPE/sEBVZ4Q2Tb2CntYPkSyT1GDPPXedn//RF3rrcRN6viSuTaX7zjUk+dSHzyGCSzcYmcTPOTFJItXRFF1GcR5ACBkHAam0VVVaZyc0wX5gH4Hb59oECpit6yLkoxAuktBS5eE6MIfbNW16KUyOnuLh+Mbz21W6VE7kTDxx354tv5Usf+vGD1/Ppn8LxbOS532UiNUHaSpOzcviSH1qe7n71O7n7zE8ROMLIxW6McPeZXwIge+Ezoab+xVWhQb8wfiFUWLieS0SPsFXfwjIs4kYcVVYxVRF/OnAO5428NEToqOYsxzvwR+O4gB/jVUW1U+VTlz/FifwJblducyJ/Isz7bvabRI0orUGLUqoEvvgg5+N5unaXW3u3eHL8SSSEIYvt2sQjcTRFQ0E4qnUGHdEeRGEmNxPebIdtvsXSotBpIzTiE+kJwebdl4l17A6KrKCrOhISDk5o8GLqppizO110WScgYL26zmh6lFavdYCIZunWA37sXwu2GltISJzMnxTPNfCJG3E6docgCGgP2uw0d460u3m1oUgKjucwm58V4wy3j9E2KLfLTGQm8G2fcqfMVGaKHVni1/7xW/jg90zxvksN3vnnNynttfjRP7jIe7nKC3yM53kDz/MGnuONXLVPc+mZf8jctz5L3IyjKioJM8HAE0567X4bQzNQUYlWGsyvt/ielTLjt7/M3GqdVFN0QAaqxGfPpvnomwusz43Q6DeP9Lu1+i26gy5vmHgD5U75SMVbkiTmC/Nh8b25e5PAD1gcWWShuICmasKutbWLrt4LFxku2GJGDCkq4XiO0MOrxoFifmnjEufHz4tM7Zfo0u/Hlz/+nrB4D+HZBi9+8n/kPf/hWWEB7Ad0nA6NfiMkA25+9ufC4j1E4ETY/OzPMfGmvyRhiLS/gICEmaBrd5nJzmC7NrvNXUqJEnEzjuM6tPrCsTAdTT908RMEwQE7ZEM1WK0cbeGrqccF/FE4LuDHeFXxu1/+XcbT41TaFaYyU8JLPJBoeS10VUdXdYqJIrZj3/PDRszGT4+cxg98urbYiTm+g+u6IoYSsYMvxooh4zZhJjg9cjokwEmShOu5nCqewsfnRO5E6Pks+ZKwa0XCUAwkSaLcLlPtVrF0iyAQRiOO5+AFHoZmcGP3BidyJ+jZPcbT46zX1lksLaLK4pyvtn1qQBDeAEuJEjvNHXzfp5QsEdEjaIomNNLugK3G1qv6sx8Fx3fQFA1ZkoUUSIJzY+eQJZmN+gY9u8dMbiY8vu/06cYj/PG7x/nsd53jzJUN3vH/XeeJi5u8hb/hLfxNeGwPk4uVCwx+q0xPV+grgBlB9j3k3oCIL5OpdZi6WyFTf1BytZ4x+PibcnzyyRwNS+wE+0cs3gAEcGrsFG2nHe6UH4eF4kI4BlkoLhAzYlQ7Ve5W7zKXE+YtmqTxxJhwVht66Q/RHrS5vnMdVVYxVIO99h7VTpWT+ZOUO2UavYbIT7/v+by05W5oBp3K4bnlnUqGntOjN+gJKaZuHphz243D057tRpGpzBTNgWjZgzApkmWZzdommVgmdM6zDEs8f83g+bvP07W7h3YTQDjG3T+Gms5OHyrLOwxjqbEjHfd3FccF/BivGrqDLh997qNM56ZD/bZlWLTtNrZrk4/l2axtkrJSaIrQBg9du3zXJ2bEaPQa7LZ3SVkp+k4fUzcJfCEhu7l7U8ziukKGNgx80GSNqexUGGc51OWqihrurv3AJ2EmqHVrGKpwABuyzYe7pp7dQ5bl0EWqa3e5snmFVCTFVG6KZr9Jz+5xa+8W84X5sJX89cBua5e4Kc7f2hU/wzIsDNVgo7bBidyJAzGVLxcSEvFInKgWxdAE41mRlVCX7wZuyDzv2SK0IhfLUUwU2W3t4vkefU8QC9PRNB27I8IwAp9UJEXWyqKroovx4oUJLp8b408/8Ess1O7u77/F10luiYJ+BLfMXkTjzmSGG2Mx1k8U+WpB5aLRPtAmH02NHkj7ehROjZyCAC6vX2axtHikx5zMnxSs9ADOjp1lo75BrVtDlVVGkiOUu2UGzoCTIydZqa1Q79ZJRpKUkiVWyisHpIlDgyACcd6+J7oJhXjhgRn8cKEbBIJEV+vWsDIVOofEdVrZKgkjQTaSxfbtUCo5hJ7cwW6MPPC4aKaCKqus19YpTBSYyc3Q6DYIgiCccQ8z2HtOTxBOnR6jqdGHSv1AvG+H8bwRLcLdytEWSrIk85Nv+8kjHft3FccF/BivGp756jNkYhm6gy5JK0lOzbFV36KQKGC7NrVejUQ0cc+cQlZp2A2iVhRP8nB8R2hckej0hVe2LMl4spDznB09y15rj5gZw1RMNFnj/Nh5Lq1fomt3afabYRt82GpWZAVVFu3zYWZ41+mKmdz+fX/gDrixc0OQo6wMqqIeuMnUe3VirRijyVFa/RbzxXk26ht4gfeAE9crhaEaB27ufuBTjBcPMJc7gw5LO0skI8mQvDWaHMUyLDYbm1i6FSZ9DUl5wxvn0Bil7wg/7/agTbPXpNk7+m41FUmRiwmP7YsbF5kvzQvbUEd0QAzNIAgCZFksnnq28D+PaBE8PCbf+2n+4sM/zZ/Z91yU0+om3/PWD3Am/Vforo/hBqQwUIwIkmnimTody2R1Osd23iKQJWxXZI+LXdy94p00k0fuTMzkZri5czPs3CztLDGTm6HcLj9Upz2aFIsDP/A5O3aWpe2lMExnOjvN8p7QiS+WFtlp7oTOY41eg0avgamZnBs7J/TR9zPSpXsytLHUGDEjRkSPkLWyoeSw3q2LxDVZAUk8l3Pv+QjPfvhnDrTRFX3AE+/5KNvNbWH3Kon3QDFeDMNQRt/1q9x95pcOtNEVvc8b3vcJFFnhVOkUHUeMqobk0ma/GS4iJEmiEC+IPPa928zl55jNzXK7cvuBhYdlCH+FucIc1U6V0dToAUOXR+H7zn0fU9mpIx37dxXHBfwYrwo83+N3vvw75ON5HMch8MTsLRfPCV9y1yGmx7i5cxPP95grzqErOqloikqnQioijD8MzRAhDapOd9DF84QMbCgJi5kxYkaMjt3Bdm1Wq6ucGjmF67vC2Q2Jq1tX8QOfUqJEz+4JHbopXKWG+ceNXoO91h75eD7cKa5WV7lbvcsbp97ITG6GSX+SSrsidiRxwXJPRpP4gZAFFeIFenaPUyOnqHaqj9yFPA4TmQla/RbpaJq+02e3uXuohzXcKwiFeAFDM1jeXQ5927+e0BRNGOZIEqOpURzXCeM/NUVDk4QscOAMQk6B7/v03T6KpDD1LX+FIiu88IkfplvNoid3SL7rv7B04QZL5B/yU20IbEqRKHnJQkZir7l3aOcjF8sdKVDmRO4E283tB/gEd8p3iGgRTuZP0uw32WvvhQUpqkdDX/Fiosid8h1RvBFmPsNrH9WjwvbXsCh3ygfOr8oqfbtPPp5nMjMZpondj6HZypnRMyLCM17AD+4Z3ji+g+d7vLj1Iuf+noyhPs2zH3sP3WqOaKbMk+/7GLNv+RKen8X170nIwmQzCNnmm5/9OexGkUimzJt/+A8ZecOfc3FjGVM1mcmJmbehCpvZjJURbfj97kxn0KHcLiNJEjf3bjKeHuf0yGmCIKDn9NAVnVt7txhPjbO0s4TVsyi3yyJR8AhQZIWffvtPH+nYv8s4dmI7xquCz1z5DB/8sw+y09whCALOjZ2j1W+RjCbRFI3OoENEjQgf80C4PamSGppM9GzxoUcCAvEB9vHp9DuiFU6AKqtc2bwifJbbZdLRNNVOlYyV4ebuTZ4aewobO7zZ9e0+ET0CATQGwtrTcR1UVRhZLG0vsVhaJKJF6Drd0CGu0q5Q7VaZykwRN+LhJk9TNHzfZ622RiKSwNItGv2GaDU7Ayazk1zfvv54B7eXQJJEHOf9cqbh5/Io0jJd0cXI4uXMfl8Bnpx4Ujil7d+EHU8Uk/agLWJcdRPf8ym3y2GkqOM5OK6D7dtkohn8wOcra195xc9hrjAXLui2Glt07A4gdqRHGSdMZiapdCp0Bp2HHhMEQZhBnYvliJtxEcKyf/7zY+e5tCF2kcN5+LDT8cTEE6En+I3dGwfOe2rkFCvllVDDvVBaEF0KWYSJ3P9aT2WmQg/xYdiJKqlc274WhvOcHT0rXNr6zVBlERCI3X0A+USeIAjwfA9TE6OontMTHajAx/VdLM3C8R3a/Ta1Xi38ndqDNgkzwe3ybZKRJKloSkQAezaaLHIJHM/BUAxadouV6gquJxbRw6Aaz/PCkdXd6l1iRox2v/1A4tth+KGnfoh/+b3/8vEH/h3AsRPbMb6uCIKAp7/4NOlIGkMxUBTRtktFU3QHXSRNWD8OAxE830OShHxMQsLzPBEvqfkoimh5d+0uPadHKpoCCHPEz42dIwiCMB/5VOkUpmZyZuQMyODZHrIqo6CErHcC0coLggAk2G5sh+fs2T2ubV1DUzRKiRIJMxHmR8fNeGjtKiOHsaKGaggnt31zmUq7QilVYr22TjFRDL2zj7o4nkhPPKAjfjma8KnclHjOD74wjNVsTm10GK3bGI6P7gbono8rSwxUGVuVqMU0ro1GuVWI4CmH/9yT+ZPCg35U7LK6dhcksXhImAksw2K3uYskCbJgRI8QUSOiECoQMUS79pXO7O+H7/vcLt8mFUmFaV1HkRtJSMTN+GMNeobmJCDc3naaOwe+PySEzeZnw+JNQLgD1VWdntNjrjDHRn0DVVbFwqFdubdIk4TmezI9iaZqjKfGsUyL2+XbJIwEyWiSklsSiXt7d+naXS6MX+BE/kS4y12trjKRmRCqDEmhY3eIaKL1PrQZHia0tfot8bmUJSxDmLJ0B10ieoSO3WGtthaGn9S7dXZaO+g5saC+X+4IIiQlY2XYqG9wfvw8kiRxdvQsrudSaVe4sXMDSRKKir7TJxVJMZmZJBVNHal9rqs67/+29z/2uGMcF/BjvAp4duXZMOM7ERW5zn2nT0SNkIwmRUtVUbAdG1VV2e3sEgSBsMH0PTp2h2wsK2JF94s7QC6ew3Vdar1aWMg93xOMcUVjOjMdekPLsozjOaGO2/VdsrEstmdjKAaBFzDwhN3jaHKUF9ZeYDoryHaSJGbmju+w194jG8uSsTLYno2pCP90L/AwZWHykYwk6Qw6xM04t8u3SUfTqIpKzIwR0SKs1dZIRVIUE0U26huP9b6OaJFHfv9ROJk/GRbv0dqAUxtdTm90WNzssrjVJdk7uvf6QJVYLka4Nhrl2pjFtdEoy8UIJ4pz2J7N4sgilVaFvc4eI4kRUlaK9eo6Y+mx8HqoihrO4V3PxVRMbN9G8iSubF0J7WpfKerdesjsjptxNFmjmCgeiUF+ZvQMlzcuf02GOZIkUW6VmcnOsFpdFTNrM0a9U+fm7k3ysTxRPcp6XYxdhja7VzavHHq+oY9ARItgGRbnRs/hBz7NfhPHc+6NRSShMS8lS7T6LeKmiAKVEX4HbbuNpVtsNDZEN0QxRfznoE3X6QpXQ1+cR1M1Gt0GuqbjBm6Yjjac2e+0dh7K7ZCQ0BRN5JsX5rm0fokLYxfYae7Qc3pMZiZJRpMEQRAuXlzf5W7l7pHNW374qR8WcbLHeCyOC/gxvmZ86IsfopQosbSzxHR2mkw0I8IqJB/Hde4RYiQVL/CEPaYpMqQvb1wGCYrxIrlYjoBAhDQY0XDONpmZxHZt0Zq1cnTcThiqYDs2GpoISsFDVmSaA8F+92wPXdN5cetFRlOjKJJCzIzRdwXbdxj3OMxvHvn/2XvT6MjS877vd/d7a9+AKuxbo4Hunp6eGZLDXWIkWVRiW7IoSqRIhaK2xLGURLbP8UlypDiJ7XMSb/GJlYQ+OZYoiZJMmrJEkZRFLZRJiyKHQ87SM72vABo7CrUvd8+HF/V2o4HuRnNaUk6EPz/McAoo3KoC7vM+z/NfMiO8vPIyiqJQ7VQZzY7ipB3BvI1VgigQGmjNknGiXuAxnBqm6TaFbt1KM54dp96rC6lRLJjRaSdNu99mrbF2oDP3Q5+pwpQgzj1GbYnjmE6zyl99ucr7v77N2TsHx8I7KZ3Lowlul2x6poarK/i6ih7Ge6SxiJG6x+Jal6mqy5nVLmdWu/Ci2N/u5BN88dtDXnjPGVqKRq1Xo+f1sC2berdOKV2i3W+ja7pw29sLr9FVYW273d4mYSao9qoE8RvXsG+3tzFUg+nStFhpxNGRLGkTRkJo7d9A8Y7jWBa2UrKEpVtiotC4+3jGycgcess43AHuMHihkFUu7y5TSpbIOlkszUJVVbZaW8wNzaEqKpZmca15jY3mBmkrLfLXw4j1xjoTuQmKySI5OycPnYVkgeXaMiu1Fc6Nn6Pdb+NHwsRorb5GEAXMDc2xVF1iLDfG5Y3LnKqcIoojzoydYbe9i23Y3Nq5xcnySW5s35BysUEsb61bQ9VUZrIzqIpK22ujqzqVTIWklaTRa3CyfPKAFe5hsA2bj77zo9/Kx/OXEscF/BhvCNc2r/HyysvMFGfkaHlAnBkwYC3NghiqvaoYt9pJDFXItlCgmCxSSpcwVIOu1yVjCyMJRVGYzIvi3fN6jGXHWG+uU0qWUFWReBRGIV7oEYQBYRiSMBMiv1jR0DWd7eY2T40+hR+IaxrkNNu6DZEg5Dw99jRBHBCFEaZm4kc+47lx8sm8yDHXLTnyT5tpml5TStMmC5P0g74o3nZaJquVM2XyyTxxLJKdBglNlmZxauQUbbfNan2VrteVsqdsIks+kT9SStPYrssPf7PB97z4Krm9Lrtla7w6meTSaJLLowkujiXYThtwxKKV7IcsrnU5tdbh1FqXcysdKrUuP/Tbr/K+3znPnzw9zCeeyxC+6x2s1daZKEwQhIFknYOQ/jiWQxAIu9soFoe4nJ0jNZRCURWyjtAYD1KuHqQffhA0TSTXKYrC66uHd7b3Y2ZohgtrFx7r59yLSqYiZV/5RJ7tzuEmPvVunZSVEv/eqR/QgN+POI6ZG5qj2W9i6RbDGUGWDHoBuq5TSVeoZCvUu3WWqkssVhY5WT4pgnz2SHGapjGVn0LXdbp+l37YF4fSwBPySStDsydY5I7pUO/VZfiLH/ncqd2hkChQ79V5ZuIZXlt9TQaTDKWGuLlzk5QpyKO5RI6d9g5ZW6yQQHyOK9UVVnZX5Ot6ZvwZXtl4hdHsKF7o7csCfxg+8OYPUEgWjvqx/KXHcQE/xhvCr37tVzkxdIJat8ZIZkQElqg67X4bx3ZQY1VKXwYJR7ZuCwKMYXFi6ATVTlVEh6qiQ250GyKreC+2kBiRktRvUO+K6E9TNwmiQEYpLlWXmC5Oo6liF5hRhea7mCrS83voqk6tV2OhssBLyy+xUF4gaSRZa66x1lgjYSaoZCo8PfY0bb+NrduCPBTFonOMRLqZrYhUpyAIOFk+SRRFbLY2yTk5klaSi2sXmR+exw1cdjo7TOYnxc7S6xHHMdOlafpen93OLj1PjBwdw6HWrbHd3mYo9SA2tsAzt1v82Jc3eOe1u4S1i6MJPv38EF84W8A1jzamPAwdW+Obs2m+OZsGYK4ww1NXNvm2P7zAuy7t8p5XNnnPK5us/N4Wf/jdT/GHb+1g2Y4YkwcehmZIL/H15rpIEjNtgiBgs7WJoRk0euKzdQzBbC4kCo9VwAeEskavIbkMj4KiKLLYPC7iOGahssCt7bus81KqdOg1j2RGUFVVuoftdHYODWEZYCgtxu0xMUOpIS5tXKLrdh84hZkqTsngl5iYK1UxXh/NjmLqJlldKCQ0RUgMh9PDgrUeCwmmG7q0+225qtpobVDJVPACkQinoHBt85pUPwwS4kayI5RSJZr9JjvtHZ6bfA4/FMS3meLMocEvHbcjJhT1NaaL01LC9jAkzAQfeftHHvl1x7iL4wJ+jG8ZW80tvnT1S0wXpikkC2iqRhiKHXZMjKEYdLwOtmGz3RS75ZSdEuQZ3aHaqUrymBu4bLe3GcuOYeu2YDbvFXxd1UERe8K54TkRS6qq+L5PGIYU00VOV06jqAqru6uMFcbo+32h23ZbIsxEVygkCtL+NAxDQj2knClTyVRQFZUgDAiigISZENrmIJB55IPs6oiIMAzRNZ0gFCP1tdoaXbeLruksVBbk3nPQ4Wiqhq3a8pDiBi6mZjI3NAeKYFM3+010TXRQC+UFFEWQ9qIoEm52nS4/8pkLfO9/FLvevq7w+2fzfPYdE7xc+bP5M045GT4/vMLln/0e/vHV1/ipSzHf9uWrTKw1+LGPf4W3fmWIX/6Jb2drKIWhGmJKEXl4ocdQeoi22yZtpUmYCSatSa5uXhUOYXtErmKyKIviUTGaHcULPJlXfRQslBe4tH7pscbnqqIyU5zBDYVHQBzHzA7NEkbhAwuyH/qMZfcH3Ox2dg904VknSzlTptEVsZ0DdzvgoSuU5d1lTo+cFvassTgQK4qCqghp5KX1S0wUJgjjkHq3LiyK3S6bzU0ZAjSUGqLRa3Bl4woLlQU6XkeY2OwpPyYKE2L8r1tEccRWa4tqo4pjOJL93vf7XFy/yGJlkd3OLnOlOW5Xb8vPw9ItgkiYAJ0dPyvWZEfAj7ztR8gmskf62mMIHMvIjvEt4xe++Au8cPMF1hprwmRC0+h7IkfZ1EzJyI2JURWV7dY2xWSRRq9B2k5jaiYRd7XOYRiiqAp9ry93xpYpCGioEAQBhm6IDiIMMXWT7dY2Pb9Hq9fCNmxGc6PyZqOruoxY7PpdXN/l5s5NhtJDFBNFbMtGR5fX0HbbJIwEsRKjoRErsdzbv7zyMifLJ2V6laEZKLEi9+VDaSHZGUhpBuS6OI6J4og4jlEQXz8YsyfNJGEcUuvUCOOQlJXCDVxq3RqNbgNFVUiZKd624vLf/sZ5KjsdAk3hs99zmi981ym6KQfLED7atmHLg04UCYmQ67t0vS4dt/PYhXJ+aF5MQ3oNat0apVSJIAxIoPPs167y0d96nVzLwzV1fvOH3sKXv/Mpml6bdr9NMV1EV3Wq7SrFVBFd0fEjn1dWXqF6/r1Sf5wq1pj9T/81xsKnjnRNCTOBispwZpiYmFs7Bzu/+1FOl+kFvSMb1uScHJVshdXaqrTenRueo9lr7mNiH4apopAdXt64zNzwHJuNTeq9OiPZEdYbYiJRTBa5uX2TsfwYq7VVgiggl8xR6zx8CqEqqpgOuW16fg9bt0k5KcIwZKO5IfkhO50dklaSuZJgyHuhRylZopguYqgGbuDS7Ddl1vhQaoiknaTVb9HqtcTaaM/GdVAbNFUjiiLSjshwtw1b5rY7pnBWcwxHehk4hoOqqKiqSsftSG37w5CxM/zOz/wOKTt1pM/pLxOOZWTHeOLoul1+85u/yXx5XhivGIJ1bOqm3HsmrARhENL0mhQSBfKJvPQw11UdP/DxY18WzTAOsRSxR3955WWeHn+artfF0iwa3Qa5ZA5VUal1apLt3vW6TJemheFLHKOoipSc6aoovgPylKEZ0kXK1E00RbvbdRsJbMOm2q1STBaJiETYSSS6/LNjZ4WrGzq6pdMP+sLedfMaz048ix8JZ7mL6xeZKc3cldOhsNZYYyw7Jgq4qmAbtiQA9b0+xVRRZIXvHXYmC5P0031sL+SHf+s83/1FMSq9PZ7jX3z4HI2FGVbrq/j1HaYL0+QTedGt7x0UYmL5z6H0EK1+C0u3hMOX4chENunSFgZ4oXe32Ic+aVsEqdzcuUkxWZQaYy2R5hPzCi/+D+/hp//dZd7x4jIf+sRXefqF63z8J97Fdklcy/LuMiPZEcI4RFd1dEUndee/4JXf+VHpHNauFnn9kyXJpBwAACAASURBVP8Nk9/XkOYiD4Ku6iKH2kwSEws70yMg62TZ3Np89BcisrjdwJU+58BjGeQMiJqThUm2m9vUe3UqmQopKyV16tV2lfnhea5vX5ej6uHU8EMLeMpKMZQeYre7S71XZzQzKnXdy7VlXM9lqjiFqqjstHfouB0ub1xmobLAndoddjo70lRmsbJIs9ekkqkwlhvD0i38wCeKIwqpgnztA3keiChZzRC/y1PFKVzfJWEmuLRxSUyREPnkVzevslheRNVUsZtHO1LxBvjI2z9yXLy/BRwX8GN8S/jc+c9RSBV4afklTg6fRFNE952wElLKpas6gRKQd/IEUSD9tgNFBJS0vBZZJ0utVyNtiXQjVVFZ2lnimYln2O3sknWyVDuiqHa8DoZmkEvkaPQaOKY49SsoqLEKKjLeciALM1SDWBFdcM/vkXWygvGrmcSKyPoezY6K6NHAk7vvwa5xu7VNKVHC0ixCQi5vXKacLYukLLfNs1PPstXcktrcs2Nn6bk9vNAjpafoel2GU6JjVFWVjcaGlK4RQ7PfJGWnGEoN0ff7LO8uM5obZfpOnb/zr75CZadLoMIvfvsIv/htFU5NzaCqKkkzKchxqjDyGFin6qqOqZgEaiBiUXWblJ3C8z3xmmLxulRFFQcKFDRVw4gNQQxDkdyDK5tX0DUd27Dpel0cw6Hdb3Ny+CSGbvKx/7LMC2+6xY//2jd46to2//Dvf5aPf/h5/vQdc6SslJROzZREbviLn/7+A+lZkW+z9gc/88gCPlOaIYgCVEU9stc5HD22Mo5jUlZq3267lCpxY/vRzm7yZykqtV6N29XbxLE4iDmmI0yMTIdz4+dkpOe9o/Lb1dsHrHRBeKIP+BGaouGGLo1ug6n8FIqiiHzu1DDXt69L699iqih39JfWL3F65DSThUnp4nZt8xonhk6IAJbuLn7kywwAgLOjZ8X6BnEYnCnNYGgGtW6NnfYOYRRyYugEPb93wNd8qjglLJIVEdJycf3ikdYWhWSBD7zlA0d+n49xF8cF/BiPjSiK+LUXfo1CssBCeYGbO8IP2TIF2xwVmeqlq7rc5w5ywKM4IiYmn8hLj2hVVdF18euYT+XxAk+cyBXxB94P+oJdrmnstnfJJrJ0vS59v4+hGUKyEwnCkopKzsnJLllVVNJWmqubV5kfnpekK8d0xJ4zcOXYOWWlROyo28EPBIEnjmM2WhtknAwThQlSVkrozJNFdlo7rNQE+9bS9zpLvy0DKZJWUjqHEQuZjKmZhEGIpmvCPzyKZVb5fHmehes7/Nf/+38g2fO5OZbm//zIW1idGmJO1fb5aDuGg6EamIaJpVtsNDdEgS2fpNqp0vW6khSVMBPSStbSLSnBcnRH2NDagng1CDDRNZFzPQiguLRx6dDfhYtj8LmfXuDvfX6Z975W42/+4p/SW1vm199ZkWQ1LxASqe7u4elZXqPCaHaU9eb6oeY3c6U5tppbuKHLeG78sZzuBlLBR33N3NDcvq5eUzVMzXys+NaB1BH2mNm1lX2PT+Qm2O3tHthzu4HLQnlhX6dvGRb1bp2tcEtyIgYmOIqqiPdgz9b0XlQ7VaqdKpZuMTc0R8frcGP7BllbBKosVhYJo5DVxiqNXoNypiwkl3uHuvXmOs1ek6nCFM+MP8P51fM8NfYUxWSRtJ1mZXeFV+68wlB6iDOjZ/jG7W9QSAnZ6G5nl7SdxsHh+vb1I3MOPvqOjwrHxGM8No4L+DEeG1+8/EWCKNhHTrm8eZkzI2dQNZUoikRUaBjScsVeLfIjAiVA13S8cG8cq2okrSS2bosuY88+dWC56JjCySuMQhJGgtXaKsW0IMINCkuz18S2RYCJF3nCyU0T5hH37uDbXhsQLk9xHGMaJtvNbTZbmwxnhjE0g4ydwdDEnjBtp1EQXY5t2NiajamatL02oXX3IJK0koDo1grJgrjJ7hXrwa4RRDiJG7h4oUe1XRXpXXvFYVVdlTvqt11r8LO/cQPbj/nTZ8f4u987jK83YPtgdGnP77HaECPK+eF5+n6fqeIUQRSQT+TJOTmubl1lfuguEzrrZMWuHFFkLqxfkAzj2dIsADe3b/LU2FOs7K4wmh1FURVOVU7JLk1V7prmBKEISfmXPznO9f9wnZ/+rSv87d+7Q7oX8LHvHN1nWfqgFCwzu8FaYw0FhWKySNbJkrJTqIrYoa431ikmiyztLglVwmPgUeYhcRwzU5zZV7wVFKYKU/s6/ZPDJ/EjMWqutqu03fa+59FUDT/wD/z3e+GYDkEnYKG8wLWtu2xvEPp2YmRxny6IyM2T5ZP3BLeIz+xeN7N8In9oKp4buDLp7NTIKRzD4eL6RcqZMndqd1ioLGBohhyTG6pBNpGlmCpSyVS4unGVlJ0S6X/9ptCkKyqj2VE0TePWzi2KiSKLI4LI1vf7jGRHWKoukXNyUno5uObB/wZe+qqiEscxuUSO9z37vod+Rsd4MI4L+DEeCwPb1Iyd2WcxOVeao+22SVpJedPUdZ2UkpJ64EE3GgQBlmlJZ7aYWCZoxYhxd8pOoakarW6LiIhisshwZljqsmMlxvVcsgmRzBXGoSzOfiiMKjzfQ0VFURVu79ymlCrR83pSMpNP5sklc1zbuoau7hmRRMIO0jEdkmZSFuqtzhYbrQ0xovd7DGeGCeIAXdWluceg+5obmuPa1rUjR40OivdbbjT55792AzOM+cxzRf7NT74Dv3q0cfGgQJu6SRAE7HZ3hUQpjvcRuLJOlrSVliP8hcoChioOLxv1DQqpAqdGTtH1ukwVp9BUjVpH+FmrqERE9Lwem61Nnpt8Dk8REqRvLn2TX3ouxZYyzf/420v85Jc2SDhpvvjBb6PWrZF38pjv/02+/qs/tT89y+gz/5/9EoYmstgHHaR8XNWoZCrYhi0c1x5idlNOlylny9Q6NVZ2V1gcWXyoQ5ut24znx2UGO4iDWMJIHBjT+5Evi92J4RNc37q+7/HJ/KSw7X0YFHB9UViLySIZJyOfc7ezy+zQLDd3bmIZFqv1VRYri0RRdMBT/V7UujVSVorx3Pi+zO0BCqkCpm5yaf0SY7kx7tTuMF2c5tb2LdzQZbG8SBiHXN++Lu2JATJWRnJFbmzfoJKt0O63Gc4MoykapWRJ7sCjOGI8P87F9YsslBdYra9Kxvqj8ENv/iFs0z7S1x7jII4L+DEeCy8tv8RqbXVfcEYcxySshMzeHvhIh7GQW4Wh6FjDOBT71r1QkIhI+DXvFdye15O7aF3VSdpJklZShJq4In0sYSfEASEG27TpeB2ub13nmYlnZESppVsyuWyzuUklK2RqM6kZ0QUAN7ZvUM6UpW8zsG+EOZoT3eNmaz8BylANmv2m7HzjOD4wKnycvekAZ1Y6/LNfF8X7U88P8Y//2gSTj+lcNpoblU5YaTNNwkowWZiUo1xd1Wm7bbGyGByyVJ1YiVE1lXwyj23ahKEIvwAxUi8mi6iKKnPW01aazdYmN7ZvHNCtf/7ZIqXyFD/9sS/zod+7hpov8pvfNg4KzL/9RZRY4ZXf/iGZRjbyXb/AW/7KGtc2NRJ2gkKyQMJM0A/67LR3aPQakgg12CtbusVKbeXQnfH5O+cZTg1zauQU17auPXAEnrJSKIpyt3jvHWaub11nJ96vWZ4bmttX0JVDThCGbtD1uw/9fNr9u915tVNlp73DU2NP0ff63Ni5Ia91ujAtZWcPK97yed02cRxzqnKKWzu3pNMgwEh2hEvrl5guTRNHsYwuzTpZTlZO0nE7LFWXmCnNQIx8nU23SXOziYIiPBP2xuxdt0vTbZJ38ozmR7E0kSV/bfMaU4UpLm9cllOpR0FTNX7wzT94pK89xuE4LuDHeCz8yld/hUq2QqN/d6Q7XZyW2d1RHOH6rgwPafaagnnuZGi7bRQUHNMhjmLZ1XmBRxAHOKYjvZbjOKbT7xATS21oUktyfvU8CgpnR8+yUluRpKMrG1eYLYqgh4GcTTM1CskC1bbo6EzNxA1cXll5hfH8ODe2bzxwT7dWPzx043451hux5hxgotrn//jVayS8iM+fK/BP/uoEKCL3+nFQTBaJooh8Ii8PWKWUiHNt9pvMDc2hIExNHMMRxDTTEZ9Ttym124O87c3mJuOFccEi13Rs3abaqRLHMSeHT4rAFzMtyXtxHNMP+pyfSPNxL+LH//V/5IO/8TVqqXfx0jtz2IZN7unf5fnFT5OyUvT9PpVshShWRaiHYXBp/RKFpFAsTBWmRPrVngHMcnV532FkYKe7vLvMfHleHpy22ltstR8u+SokCzLUZCwnFAKHsc0tw5Lj3gHut25VUOi63UfKzO73vFcUheXqMmEcMlGYwNItFoYX5AH46vbRmPYgGPDbrW0mC5NECEfBvt/HDVxpjpRL5uTvVKPX4NU7r2LpFrNDsyLwpNfi7NhZLm9clquKmJjLm5dRUOQofmd9R0w2dkWnXkqVKKVLVDvVx/p7+O7T381Q+uHGRcd4OI4L+DGOjJvbN3lp+SWiaH9O9cA+1TEcEZag7TG/I5Eu1vE62L5N3+uTS+QIwgBLs/AjH0VViJUYx3Ro9VpkrAzEYhRs6ib1bh0/8GWoScbOMFmY5Pza+X031Z7fI4gF89rzPRJWgl7Yww/EDX4sP0YYCRb5bGlWWqH+RUONYv6nf3ebbC/kywtZ/pfvnyZWxU3wcdzDBquLRl+YgxSSBdr9Ns2eKMyFREFyCTRNGO5YhiVz1wfGHXEckzAT+KHPdGladuuD9yrrZGXgzMA2dLe7S8bOkLASZPUsCgpfescM3s4Wf/MzV/jRX32BK/PDtIZy9P0+J4ZPUO/VKaaKMmN6oGl+avQpcYjTDcIoRIuF8c3y7rJI6MpUWKmt0PW6snvOOllM3WQ0N0q9Vz/U9UtBoZgqoijC0GetvsZodhRDN/Yxqe/FRGGC7db2AeOWhJnYN+afKk6RttOHjrDvxcBu9v7/ltST1Do1oa/WHELCx05tyzpZLm9eZqezw3B6mO3WNieGT3Bz+yblTBld1bmycYWZkghhGRwSBrtyyVQPfU6WT7Lb2WW9sb7vNW63t9lp76Ar4vA0SGUbKCLk/v+I1iIfeuuHHus1HuMgvnXfxWP8pcMnvvYJhlJD0ssahDMWimBg9/werX5LeDnvuZQB5J08buiSS+TEXru/5462p9fuuB2iSJhCuKEroxLdwCVpJ/FCj6SdpJQqMZ4bJwgCypnygesb5IDruk6z3yTwAzEKVkQnutHcEBI33XginfOTwAe/tsW55Q5baYO//wPTMs7z6bGnj2w+AmLs6vrC4c3UBHHP1m2Z/hVEAZZu0fW7bDVE7Oeg+47iiI7XkW5wpm6StJJCPRBFbDQ36Pt9+n5fuMrtFfVcIkff61NJV4QELVak7l5VVP74e57ma0+VSfR9PvLxP8F1RT57q9/i1s4tEYTRqUlNuqIqUubmBsKExvVdlqpLnBo5JRzENq/gBi7PTjxLJVMBRDf5+urrco9byQhW+wDzw/OcHTvLTmuHpJkEBcbz46w11h5YvEGM7EupkvAev+f3ZaA2GOCobPVBdvm9KCaLbDQ2mB+eJ2kmqffr31Lk6uDnz5ZmyTk5zo2dY72xztzwHBknI1PPbu3cYiw3JsmVICR66/V1VmorXN64zG5nl0KiwLMTz7JYXpQOhoZqyNwCWxdmLmkrjR/6cqUE7DNnehCemXiGUyOnHvt1HmM/jjvwYxwJ1XaVL1z4AlknSyFRYCQzQqvfImmLUXnLbYmuWTOxbIsoEt1c2k4LdzLVkDGjy7VlFBSeHnsaL/TIJrL0vT4pO4WPTy6Zo5gSuu+BNrzjiqxjVVXlmLzZbcq9o6qo6IoubCvjGMuwCMKAO7U7cgQ76Jo6bkfcyP+CMbnT52/9gbjx/aPvm6LliD/HqcIU6431I90IAXkzVlQFUxHJahGCfKdEQtetKiJ2MiamnC0LvXfgE0aC/FfJVtjt7NL1utIC1dRNOZK3DZsgDKRBzkAF4AauJB6qqkrX7QqHuSgk7WT45I+/h6d+7rd47uIW3/nCCv/x3SdQFIUzI2fQNI2Mk6Hv91naXWI0O0qz1ySXyNHqtdAU4aA3U5phs7nJaHaUhCkmCF2vi2VYLJQXaPVarDXvFr2N5oZwUBua4/rWdbzAo9FrMFmYvBsUE0PGyezjctyPO7W7HfV4flz+/4FVLghORBiFBzLDD8NGY2OfrWrSSuKYDuP5cXbawkGttXs04uP9SJgJZkt7WeFBj2qnykh2hHa/va+TBqTXQK1TExON3ZV9B5D1xjrrjXXyiTwT+QlG0iNEijhgD4yPQHil66q+T2kAHCoFvB8fev64+34SOO7Aj3EkfOobn2KyMEk+kZcjRF0Tf7wqe0VV0eQetOf3hMtT6IvTu25g6AY3qzeJ4xgVlTAOhY5ZM7EMi77fF0UlEBGFcRxT69bQVR0v8qj1aoRhKANRTpRPSELRbGkWL/RkXjgIzXW9V2e6OC38oxEBEqv1VWrd2r4u5M8bahTz93/rNnYQ87lnCnxl4e5UI2WlhKzoiJgtzcq0NMuwhKZct4SZzp4Mb9BRqwjP9/X6uvRatzRLaufTdhrbsKXWXEGRzzmYqERxJINk+n4fL/LwQ18Ev+zJ9/p+nzAK2Upp/NqHnwfgA//ma6R36gRhQNtts1nfhFgcviZyYgdcTIsxt6ZpNPoNYQCkm8wUZyilShiaiI5NmCJuNoxDUk6KZ8af2ZdiFSPyqM+MniFhJdjt7soudO+FMZI9KGk7DKVUiUb3Lufj3nz3qdIUSSspVRQPQxAFjGRHmC3NMjc0RyVdoeN2hIRuT2plaMaRrule5BI5Xr3zKrd2bglbXd3G0Aw2m5t0ve6haWhrdRHgs7y7/MDpQa1b4/zqeQJFHMD7Xl8cjnVLEhpfvfMqK/X9evfDSH73YjQ3ynsW3vPYr/MYB3HcgR/jkej7fT79zU8zkZ+Qu+ZsQuiJB/vQjCOsTeM4FnKsOBA3YlVjJCfMUKIoYjQ7yq3tWySdJK+tvkYlW8HRHNJOWhZZgKSSZGl3SfqmW7qFbdl4vkc36IobXQynR05zYf0CKVPYMAaxcHzzXE8SdvzQl6S0QlKMA7fb27JD+4sYpw9G5zsZk1/5weeYyKYwdRPHcHht9bWjX1MsGNBhGLLT2cFQxXvvBq4opP2+jN5cr62TS+SwVIu0k2Z5d5k4jpkqTKFrukx2S5pJEkaCKBSRklEYyUNTGIlDV9JM4gfCcrXltkQ8K2IX2/f7pCzxevpenz95yxRv/vpt3vTqHX78l7/Gv/g7300ukSN2YvkzB/nhYRTy+vrrTOQnsHWbYqqIGgvdOcreqFiB21u3mSxMoqkieetm96ZkTF/euCwTyAZRroOc8nsxOKQcBlMzmR2alT7jA1QyFTaaIgVNV3W6bhcv8EhaSUrpknQbJBaEx77fl3K+jtshiiMMzZB7/AGWd5c5XTnN3NDcPivXo2AyP4kf+ni+x4nhE1zZuIJjOpRSpYe61t27x38YdFWn6TYppUqsNdZIW2lUVeXSxuEBMY/ilnzgzR84skPeMR6O4wJ+jEfi8+c/TyFRoOt3SRoi5rPv90mZKTnSjqKIri/GmoO84FqvRtba6yz3QjayTpZzE+fuPvme6YmhG7i+K7s60zDlDfbWzi2hiY0jUAXzueN1MFQRGnJm5Iz0QI9D4e1tGzYX1i8wnB4WHfzezn21dndXd2P7BouVxSN7XT8pFFs+P/0H4kDxD753kptRDWqCTV9IFh7rQDGQ/8RKzERuAlVVSagJ6YceRiG3qrcoOAXG8mMA0oVuPDcuJH1ErNZWSVgJgjCQO+nb1ducGTmDrumCoLgXFdvzeiSsBI1+g4SZIGNlUFWVIArQFcFWH3yOuqbT6rf4xQ+/hZPXNjl3YZ3nv7nMK2+dF783RHK3Pujsz42fQ1EUul6XtcaaODBYSTpeh5HsCBuNDWnxqSoqI+kRiski17aucWXzCieGT7C0u0QYhniBRylVkr7v92IQuXn/tGOhvMBafe3QQiqLUyzUF0EUPDS/fTw3TsJM0PW63Nh5uLyw0W+QdbJSE/9IxEKTfnH9IpZh8czkM7x0+yWmSlMYmvFEfq9Hs6OS+Fnr1kgYCSzN4vza+Qd+z8PyzxNmgu975vve8HUdQ+D4GHSMhyKKIn79679O2klza+cWtV4NUzWxNBEZqKHhRz6mYeKYwtozYYiOo5QsiWxkRbBtB17dCsKJadC9q6qIQ9R1XVqo3quZBSETGxThjt8hYSTk98ZxTM8VGvIBkSoiwg998om8HP3OlGYOOGWt1Fb+3Dvwv/GNHawg4j8sZveNzkGExDwOUlZKHo4M3cAPfGENu2dXqyoqcyURW9p22yixIj6DWEFTNK5/9a188u/+b/z7v/05fu/nP8bWK9+FqZsoivi6nt8TqxFiGv2G2KeroiMeRKP6oY/ruYRRKHPPvdAjiiNM1SRtp/GGi/zO+8Uo/bv+8BJKrMiOehA/6XkeRMh4zCiKGMuNUclW2HjpO/nCz/8r/p8f/Rh//D//Ihe+dI4wEgU6IiJpJjk7epYTQye4vnmds6NnJRnv5s5NIXu7D4oimOn3Qtd0rm5dfaAJj6qoZJ0sC5UFeci5F9VX38tr//SzfPPnv85r//Sz7Lz6XuEWaNgHyG/3Y7W+SkwsA0Ie9bmX0iVpWTpVmOLS+iXmK/PA0fTjj0LCTNDxOswPzxNFEbd2buGF3iMleg9jof/1c3/9OLTkCeK4gB/jofjqza/S9/p03S6nKqfIJ/KcXz2PZViiEKgKOmKUPii6AxvMKIpkKEjH7eCFHn7gS/MTBdFlDfZptXYNUxda7Xs7ZRCn+lq3JpjJgYsf+FiGRRQK21ZDF11LTMy1rWvsdnalccnK7sphLw0QhKSZ4syf6Xt4L7Qw5n3fEB3fv3n78L7HdE3fZ8LxKAyY+IM9cdftYpu2kPnFewV7b42RttM4pkOj3xCHm9jn5gtv4ysf/wjd3SFApVMt8eKv/hS3vvZ2mr0m80PzmLpJq9fCCzxyTk761odxKB3zUMANxaha14VmPGkKWdtOd0d4A3guX3nbLF1bZ/7qBrkby1zfuo6GJnLSFQ0U8GPx++H5Hn1f7FyvfuXN/MnHP4LfGAVU2tUSL/3Gf8W1P31eZsOHUUg/6LPd3ubcxDluVW+JTnxnSfjSEzOcHj7wHtY6tX072yAMmMxPHvp+Z52scO9zcnS8zgF5WfXV97L0mZ/bs4tV8RojvPArP871r74VL/CYLBz+vPei0W0caRfe6rcoJAtUMhXKmTLNfpOx/Bh+6MswlTeEWKSkDRzYbu/eZn5Y/D4MVggP/tbDf7aCwgff8sE3dl3H2IfjAn6MByKOY373/O+SttOiK/JdgjDg2YlncX2RK9z1uiI/W9FwdIeO15EEpkHHPbBQTZpJEd6hCLc10zBl+lccCca6pmokjASzQ7OcGjklOsw9DKeGURWVcqaMG7p03a6UHgVRIA1HzoycIYoiTgyfkBGmKSv1wPzoR5FuniTefaVOuemzVk7zjZn0vscGe/yjopwuo+tipA3CdGTgN62qqrRMvbF1Q/ATolgGoPS8Hi9++vsJ7ksHCzyL1z/zISYLk9Kn3o2EMY+hG7T7bQzNYL2+ztLuEq+tvsaFtQuy61dQ5P59MFlxDAfLtGgaEZ89J4hm7/2TWyTMBPV+HTd0pQZZVVTcUGSi9/0+Pa/H1z/9Nw6kmIWexQuf+l7abpvV+irnV8/jBR6aqgkGdmYEUzM5UT7Bndodul6Xcros1QdpK81CeUGy0++FYzgUk0VODJ1gobzATHGG2aFZKpkKhmqwvLu8j6E+wNof/Ayxv9+sJfAsrn7+R/Ej/6E7d/kcjTVURWV2aPahX5dP5gGRX97oitG7Eivc2L7xRPwNFioLGLrBVnOLtJ3mVOUUXb97wEL2MDzo8PDu+XczUZh4w9d2jLs43oEf44H45u1v8sLNF6jkKixVl5gqTt3VGJs2junIYIsgDjA0wSg3VEOylAFhrKKL/erS7hJjuTHJGK91awylh2QEacttoSgKCTOBqZly/Dtwuco4GTqeiGc0NSGZimNhBON6LquNVSYKE6w11iR5C4QM6EHkoJs7wuziKFKgN4of/Lrovv/wPzl5wNN7NDfKeH5c2JwqoCL+OTBYGSSmqaiEhCJi0nfRlLvGLF2/i66IycPADKecLaMqqgxXCeNQaMJ3S4deY2e3iIJCL+jh6A6FRIEoinAjl77fJ+Nk2O3edSOL4kh6juuqyMPWHR3Xd0UcbLuKqZvcqt7is28f4wMvbPH2P73OxA88RxVfOMLpjjyAdLwOo7lR2m6bMA7p1w52zgBeo8zS7hK6qnN69DQXVi/w3NRzEEG9X8fUTV5ffZ2z42fFVEJBuLdFPle3rnJl8wopK0UukWOrtcV0aZqu26Xn9SilSoRxSL1XZ6sl4mJHMiOCrPmADtNrHPQmAOjuFql36/uiSh+G3c4u+WRexPHexxCvZCskzSRe4BGGISt14fm+Wlt99Gj7iJgsTOIFHmuNNRaGF/Ajn/XG+pFJbw96f46NW548jgv4MR6IT37jk4wXxvFCT8YrhnFIFEV4vgeKCIQYSMhCNSSOYvxYdFIRkdx3a6omT+Y9v0fSTNLsC5cwBYWt1haO6eDojrD5DLpiBB+H0jDCDUXMpaaI8JLb1dtMFCZwPZfYENrv6eI0t3Zu4RgOGTvDzZ2bjOfGD3XnGmBgenKYr/mTxNR2n7feaNEzVL78tmlo3d73eLVdPeC9fhg0RcM2bSmPs3SL21XByu57fQqpglwzxJEo/KZtkogSGLrBta1rdL0uZnbj0HSwZKGKH/l0eh1iKyZWYnFA0C2yySw9v/fAawuiQL7naTtNwkhgGza6qvP0YftXnAAAIABJREFUxNPEYzEXTq5y5uoW7/jqDb74HacEiU3R0DQNJRaHNy/0SJgJ4Wlf3KVdPRhFaue35c9cqi6RTWRxA1dI33RhgXpm9AwdVyS/9TwRqjORn8APfMZyY+QSOXbbu0wXp0maSTpuh67fpR/0D3wW6431Q93UYE9ul9vCrVcOPJYoVKl1ag8MYbkf6811CqkCc0NzIpNdFdGugwCaQWiQbdiMF8Z5eeXloz3xETBIq1uprTA/PE/H67DaWKWQKDz6m/dwWAGfH57nTVNvemLXeQyB4xH6MQ7F9a3rfP3217ldvc3VzauM5EbouB10VZDRElYCx3SELWcUEiuxJDihiq6s6TYFUW3PXCWOYyrpChk7I/WkuiqIa+VMWZCg/B6oopMzDVOwaTeuiKLuCmcuBUWMcnWD3c4uhmbQ6XXoeB2iMKLRF2PRRq9BrVsj5+Sod+sPfb1Lu0tMFh+9o3wj+IEXRcH5vacLXOyuHSA1PSoMY4AwFpyCMAzFWiMKSJkp1uprrDfX5U48baVRVHE48gORz64qqpQvjf6VX0Ax9hdjzXR5/gd/WySUJTPSA90xHeGxrZoP9Im/F/lkXrLKB9r8tdoanX6H333XNADf/kcXMfZWLLouyI2Dvf1gB6ypGs//4G+jmfu5AarR59n3fZqzY2c5M3qG8dw408VpvMDj9bXXsXSLjtsRznG6TdJMMpQeImEmWKut8dzEc2w0N/ADX0ajfmPpGyzvLgsVRSJ7/0sCRcjLMnbmwEMzpRlGvutfHng/ddPl2ff92yMX7wH8UHA8zoyekVGxQSBMVAaa/ka3cWAP/0agKZqUyU3kJ2j323T9LvlE/vHc4Q5pwD/01g/9f8b98P9POC7gxzgUn3rxU8wWZ0VKU3mBhC66Ny/0aHQbIl0sDIX+NPSkdCuMQ65tXOPV1VcxVVOacux2dwXJac9YRFVVbEPougeJZI7hkLJTBIEYG3bdLiqqcA5TFCGx0Q00VaOQEIEXWSeLZVoYhnDE6ofiRu8FHjerN4XBSeQxN/xoZu+jsqPfKN56Xbh+fe7ZIl7oMV2clo/FcSx32UeFoghXrzu1O2ScDIVUgRNDJ3B9l1qnxmZ7UyZ4aYqIBb3XNat47gs896H/m2RxB4iw85u86cMfY+ZtXxUStL0UuUF+cxSKlUi99/DD0MBtrNVvYWqC5xDGIWP5MdJOmsvPL9C2dSY3Wjg7wrBnp71Dx+1gmzZu4AqJmCo82MvP/RGL7//nmNl1IMbJb/H2H/0lxt/8JcGmR6PjdoQj4J7JysX1i9iGTbPbxNAMqq0qG40NTN0kk8hQ69aYH54XTH1V5eL6xX2vYb2xfmjBUVX1UBvfKI4onvsCU9/3D/euM8LJb/HOj/4ys2/72pE+zziOGc2Ocm78HLZu0+q1qHfqRLFQVCQsYV5zbesaK7srMozlSUBB4WT5JBvNDVJmima/iWM60pXtcXB/B15IFnjvmfc+sWs9xl0cj9CPcQBbzS1+/+LvU0wVmSxOCiZ5HGJqJn7oCyLQXuBIEAoZ0KAIR3HEfHmetfoalmHh+kJmlHfyUnKUdtIyTEHVVOlNPgi2GERX2oZNjCBeDYprGIYkTOGslbSSKCi0ei0cyyGMRK7xcHoYQxfWrbqqs1RdwvVdRvOjD+0el6vLolt/RIH6VmB7IdM7fQIVLo2K3OiB25yiKJi6eTTt7x4cQ+SV94M+E/kJEfPYbzKcGQZFOM75oc9Gc0MkVMWRiE+9T140/44XOf3uV2j1W+iq0HsrsUmkRPT8HikzxVJ1iZ32DufGzz10fD7AeF4kmA2lh6TGnwA0NBRNIbQVlqZLnLm8wYnlBq+UsmSsDJqiUe/UCaIA13OFu5muo6s6b/7Oq7zpO/47UJAJd5aepB8K975BnO1gz+yFHh23Q8pJcX37OjOlGTEV6jVxA5d8Ii+nQPfmgQ/Q6reYLc0eMEJZ3l1mOD28zxJ1KDXErZ1bQpZ27gsUz31BvLfD8+iKjqpoj3zPJvITDKeH6Xgd1uprFJIFul6XlJ3C1EyqnSq5RE6O9Xt+j7H8mIxafUOIYXFkkWqnSsoSEs6Uk+LKxpXHnhwctoZ6/5vev8+k6RhPDscd+DEO4LPnP8tEfkLsvKOQereOG7hst4Ul6kC24wZifKupGpZhEYaCeT6w5dQUsTcfsKINzSBlpyRLPY5jDNXA9USASc/tCblZ5GHrNl7o0Xbb9IO+kIjt5Y233BaGZsjnMTTRfZuaOFDkE3nJ+J0uTovcaAWZM/4gxMR/ZvGGC+s9tBhuDDt4hviz22ptcbJ8koXKAnNDc4znxykmi4+05AShA+76XYIwEPGfSkwlV2G9sY6lW7TcFhERpWRJBMv4faI4YrGyyNzQnNTjB1FAvSsCNExdfFaoYpyqqzqKopBP5BnLiwCMo4xSs05WHPD2PvsgDOi4HVpuC88X5MXbk2KnWrmxKtPHUMVnEEQBfuzTD/qimPuulBFGUUQhWaCYLApLz73kuSAK0DVdZoQvlBdYri3TdttMF6fFykU1WG+sU8kKUmbXFxOeB73fh7Gp3cAlYSaYL8/L/zZQOtyPQfzqgw5mhmawWF7k6bGn8UPBUr9XweFHPje2b/Da2mvMlmaxdGvfz4nj+IkoKE6NnKLRF46HQRSIf7fSj1284aCiw9AM3v+m97/hazzG4TjuwI+xD+1em0987RNk7My+0/1Qeojl2jIpS2i8FRSZwzworqqqyi7dMR1Bdgs9LM2SEaRhFEofaz/yUUxFdOGaQayJkBLXF7KipeoSs6VZMUKMfAz1rjbW0sT+WFVUWl4LNVJl3rgXeJJRfu/Nc6e9w2Jl8aFWldc2r5FP5o/MGD4qFtfE3vnSWGL/z3vADtM2bFJWiqSVJOeIGM7BzVvXdIiRhxZVVYn9GM/zmMhP0Ow1qXVrjGRHSNpJen4Px3BEEMmeU5qmaZwZPUMcx9iGTSFRkPru9cY6lXSFpJVkp73DRnMDS7cop8uPlEIpCN15TEwYC/6D67lyDB/EAVEUcXtakNIWVjv8HuJg1nW7BFFAxs5wffs6J4dPCmmdKfb+KStF0kwKXXkoCnU+KTrpdtQmiiM0RePE8Amub13nRPkEW80tNEVDVVV6fo/FyiJhFDKeH2ertUW9W+fM2BleWX7lQBFeqa0cygS/unmV8fy4dE170GeoaYJs6YX7c90H2u1at8Zmc5PhzDCNXkNI9TSDfDJ/YKTf6re4unWVudKcnBisNdYe+fv8KJweOY2qqAylhmh0G2w2NymlSg9NaXsYBmudAb7nzPfs86g/xpPFcQd+jH34wsUvkLbSxHEsdrSxiE8cZEhf27pGvVvH0Azmhuaodqqyg9I1XY4uVVWVhX6QhKUpmnDt8l3JTFcVFUVRaPVbdHyxn9V1HVVRSZtCFz4YscfE7HR2hGY4Et7YgwIURRF3aneYLk6Lbg7I2tkDe8Ib2zf2xaHej7mhOXY7uw98/FvF6VXx2i6NHi0Fre/32WnvsFRd4tWVV6WULIxCLqxeoNlvCgMcVZXe44ZuELPHxi9NC2OU0JeOZYZu4IYuHa/DRG5CEKOigFa/JQ5Te2TDSqYivext3eb0iPDoPko++UR+glq3huu7suu3LRvLsNBUYdhi6RZrc4L9Pnl7GzdwCQMhi8s6WWELOv4MaTstok79DmosNOUtt8Xt6m0urF0giASpK0aEp2w1t2RAyXhhHNcT12BohiRMKorC7Z3bmJrID88n8lxau8SZ0TMHXksQBYear8QIwmYhURAHzwfIpjRFI+fkpAXtQnmB+eF5VMRr6Xk92eVqqsaN7RvSF/5+rNZXKafLB4x+Lq9fPtSg5ig4OXxS/C2q4vB7e/c2CTNBFEVHWpUcBT/8/A8/kec5xuE4LuDHkPADn8+88hmKqaLYI6sGQ5khFiuLLO0sYRs2C5UFccNQxB5u0JF33a7UKg9GcSA6SVXbs8ZU9pKvlL2Oe8+8YyCFSltpWr2W3HEW00URUdkXOmFVURlOD2MZIuWs5/XwIuHYlXWykug2cF4byY0cuLn6oU8pdbj+OWWluNO482fClh104JdHE4/4ykOgIH2+r21dIyam2WuSMMVzhfFefvbeSNjSLOI4xtRM2v02jumgazqvLL8iDj4gtcT1Xp2snSVhJuh7wrs8Jqbb79LxOiSshCi8qnYknfxAyhWGoezG/dBHU7R9JjPrpQRdxyTX6KGsCVOYZr8pi/zAItcLPDzfk1LGZq+JoRpUMhUs1ZIj27SVJuNkROa8orFUXcLUTSYKE+jann2vqnJp/ZIIsdm+TqPXICZmtjTL8u4yU8UpRrIj+/a4DyrOG80NdE3fZzR0L+aH52n2m7KzziVykti33lzHDVxSVopap8aVzSvS4rfv9w94mI9kRzg3cY6hzBB3anf2F2xFjPAfFyeGTgDi4NBze9zYvkHKSpF1svs0/o+Le/923jT1Jk5WDlrYHuPJ4biAH0Pii5e/yGZzEy/wWNpdQtM0xrLCnlFBYSw/RsftcHH9osxB1jVdukwpikIUR7TdNnEocokHMiJN1eh7fdE1I3Z3uiY67YGDlqKK6MqMlcEPxcg8ikWuddftst3alrGOGSeDbdqye2i5LVJWSuzSfeHHvd06PJLz+pYgNd2PjteRRfFJwvIjSWC7VnYe/Q1HQL0n9tZRHImgERDyPGKCOBD78Tggl8jhh2KXemrklIhv1U16QY+MnSGfyEuVQL1fF2PsMEDXdTF5Ue8yvCfyEzw18hSjudFDr2lw8y6lSqi6uLVoiiYCU/Y+xyiKRCwlsDQlRqsL611yCRFlOjjAtfotbu7cFGP4Pc/7tJNmu71N2kmTdbLc2LmBgiIPgQNZoaZqLJQXuL59XUr1YkQa2EJ5gSAKWBxZZLu9TdbOstpYZTgzTM/tkbEyPDfxHIuVRU5VTqEoinx/78fA4OX+va+u6jimI3zk9w4wrX6LalsQ0TJOhls7t7hVvXVgz7zR2pA+9CfLJzk3fo68k+fKxhVpVTwwUBrg/jzuR2G2NIumCvmnqqhc277GaHaUYrL42Izz+3FvAf/wWz/8hp7rGI/GcQE/BiBG0Z/8xifJOTmubF6h0WtgGzbLu4IINFWaEsSyPU/nfiASpF5ffZ0rG1ck+WtghxkjCGoaImVq4M52bypUo9fAD3xsQ0RREgrCk6Zoorhrqnh8r1CX0iWSdhI3cEVyWRRhaibD6WG80GMsNyZJTBP5iQc6RymKwnZr+0CxjuOY4dS3No58GFL9EC2GekKXBLYngWavyat3XuXmzk1B4NqzujVUA0d30BSNrdaWtJU1NIOV3RX+3v/67/m5f/KHuKFL221Ta9fIWBkq2QqqouIYDrZuy5x327Cltjcmppwu8+zks5wZPbMvU3syP0nP79Hut4lCwVvo+l3CSMgNB4E2A8b9bk68/2VfJwxDmr2m2NfvGfpMl6axdZu0mRbpapEY76esFJqqMTs0K3bqsZjsDIJwwlgcLE+PnCYIA1RFRUWVMj1d0wmCgNOV01xcv8hMcYaNxgYxMW7oCma7L643baWZLk2zUF44QGpr9BrisFBZkKuHE0MnsDRLWAzHMZutTRq9BlPFKWzD5vLG5YfyCFRUnpt4jqdGn6Lv9+n7fS6sXxAGRdu3xM+KhDRwYCqz0dxgsbJILpHD0Aw0RXtgVz6Rn8AxHJr9JoYuEssWK4usN9a/pSzy+3Gv8+G7TrzrDT/fMR6OYxLbMQB44dYL3KndwVANFiuL3Ni+wZ3dO4zlx6h1a7T6ojMayY2gKqoovqHPyeGT3Ny5Sdfrcn37OufGz8mdpBIrwuDF91FURe68iUFRxbg7IpKGH4OM4O3ONoVkQZi/7O3OFVXcGDRFk0YvYSyCUlr9lujs4j7LVbHzTlgP76Tbbpu5oTlubO+PeLy+dZ2Mk6HZaz6x99YKBIHP1Z/sedkPfZJWkrbb5pWVV1goL0iW/kB7PZwaJojFFORO4w6FVIEwDokRMZ+vf+lptv74Z2lXCyQKO7zpff+Ok+98kWa/KXbQUYRjOuLApmgypOalLy5y6XP/OW69TLJY5dnv/7eY5S+zUd+4a2EbQt2rM5wZRlHFwe3m197ONz79/XR2C3yH+aO8k5skI5VMMkO738bSLaEBR0VTxOEvVmNczyVhJLhTF5p3S7dou22q7apw4wtdmt2m8AzYm+4MwlDiSKwTbMOWITpe6KHrOvPD85xfPc+ZkTNstjZZb6wzVZySnXEcx1zdvEoURQylhw44+tW6NcrpMsPpYfzQZ/nFd/PSb/4Abn2YRKHK4l/7FTbmf4ON5gbF5EE3uQHyybycdp1fPc94fpxcIker15KRtycrJ7mycQVd05nITzBdmMY2bXRFp+t3MVRDHjKSVvIAEXMkM0LSTLLR3KCcKbNaX5UWw7OlWa5tXXvD6yMlFt//wbd88Djz+88BxwX8GIAwbklZKRzTYa2+hqEZUmc6uGktVhbxAo+t5hblbJm8I6I605Ygm50YOsFuZ5eV2gpzQ3Ok7TTNrjCEAKHN7Qd92l4bKxTj2XpHhFmkLKF3TdkpSYS7vn2dqcIUOSeHG7pYukUYi3F8rMTUO3WqnSo9v8dMcUaSuAba70fhxvYN5kpz+3KawzhkJDPyRAu46e95wj/hAn7/evb69nXOjJyR+vhBTjixiBv9Z//XS6iqyulbLaDFu/7RKL+/+d/Tj8Vhp7s7xFd/5aMEsc+pd79MHMV0go7kHLT9Nhknw+2vv4PXP/UjMgilUy3x1V/+MZ6PQ06/+xV5bYqikE1kJfv85lffxp98/CMymKTtiS6xerlC+I4QTbtr1zs4sNV7dRRFkYS20yOnBSkv9FirrzFdmpY++sMZMT1Zq6+RT+bp+T1xEIxiukFXOqhVu1XyTp7L65dZHFlkobzA5Y3LzJRmyNpZrmxcYaGywGt3XsM2bE4MncDQhc9/2k5LLwIvFH7hg6S3l/5okTuf/QlC35bv58u/8beY+r5diue+cGicaNbJSqOdMBbeCOP5cRrdBqu1VeaG5ojiiDMjZ7iwfgEQU6ql6hLTxWma/y97bx5nWV7Xd7/Pevd9r726a+vu6eqBgWGVRQRDUBTRIDDD8xA1C6JGErMYYx7z5HlCNAmBoAPEGDUuKIiMgogMyBZmhmGWnumtqqu6qrr2W3Vv3f3es+ePX93T09PVy8w0r5dCfeY1r+6uunWXc2+d7/l+v5+l22CjtnENU35tb82fIIR1YWcbC8boGB2GU8N+UEy9W2c0PcpKdeX2cD8kcfHw5lNvfv73dYib4vAS6RCc3zhPpV1ho76BIiuMZ8cZy4yhyIpfvDORDLYjxpW6KixOq+0qXbPLkdwRwlqYgBogGU4ynBrGcR3mt+dZ2F0ACWqdmrC2lBRSoRQBTZzM4uE4uViOttmm2Wti2AbJcBJd0QlrYVLhFLIkE9GFxEbyhHYZT3QtU4UpxjPjJEIJHEecAMez4/4o/WbYbm5fM0pf3Fm8rbtwZT8cyr3Nv23RYPSq/afjOpzbOucXT9u2xUpCVkTHqahXnaQ/sPuLfvHuwzYDnP7Tt6HKKkuVJaKBKJZtocoq5WYZ27F5+BM/dE2KmWMFOf2nbxM8h32JW8fs+JGy9Xadb37i6lQxe79/2Dx9XLjw6VFCmhj995UGIT1ExxRj+NNrp2n2mqJLlzVmSjPoss7p1dN+qI6MTClZQlVUdpo7ogOXBCnNkzxcXGJ6DBlZXJBapvAR8BzW99Zp9BrMlGaY355nOD1MNpbFsA3OrJ3xTYzaZptquypG+ZLCRm2DaCDK7pff5xfvPjwrxMYX3iter2vjeR6JUIIjuSPMDs4ymBjkwtYFnlh7gqfWn2Jue46l3SWqnSpHckc4v3UeTdE4s3Hmqvt1PZelikh0OzFw4sDxt+3Y7HX2WK+ti/WBJ752bvMcF7YvYDomQ8kh1mvrvrHS84WExA/f+cM3nYAd4vbgsAM/BJ987JOAILe4jstqbZV8PE+z1+RY8RgtsyViJW0DzdPYbmzjeA7lepnR7CjVTpVmt8lAcsBnLBu2QSlREvtZWRUF1nXw8FjdWxXkqf2RelANip+VFNrmvn+1FmSmOCO6dTUgduGqYLSrkorneNSNOl2zy25rl+H0MEu7SxTjRcJ6mLAe9j2/b4SW0WIyP3mVltd2bQZjg89ZC/tMmJoompr97DKaPU+40AU0MVbWZE0Y6exL8IKa4CR4nueHzNiezWZjk+3GNsOpYbLRLJ4rpGW/8r7X0Oq1+I+//k1cz2Xz4tCBj9upZmh2m4T1MJqicWnvEiOpEaaKU5iWSbtysK63U8363fG5jXME9AAjqRFf4tbdu5r9H0RIouqdDI3eOUJaiPXqOslwkmggimmbhLQQ2WgWVVa5e/RuUdg94eteb9ZxcBjNjKIoCkEpyE5rh5AaQpIlpvJT9KweQS1ISA3RNJrCH94TbPhqs0ounsNxHY4PHCekhthubKNICrODsyIYZf+CZ6Y0I3btcoBioiiOgyFS05Z2l+haXdrVg4+LWS8QDUQZSg1RjBdpGS22alt0LBFxepAL31RhisvVy5wcPAngs/Kf+fmY257jaPYoxUSRcqN84IVrJpIhF8vRNbq+FazneSAJ9r7ruT6xtL+2gisM/P7jeuxPc/btdfv5Bv0pT1/58LYXv+3A43CI24/DAv5djvW9db4892WfnLZR3+BI7giu6yIpIlIyFoz5v8RLu0skQgnS4TTtXtvXWZ8aPkXP7LHV2BIpT/tj70QwgWEZlJtlBlODPLH6BMPpYRH/aRkEtAAuLpZtIavCCEaWZGxH6Hvnt+f9bGoXF8mVsBE73VQ4xdLuEkdzR1FkYVdpOAanV0+jKGKkbzmWKMQ3mA7Ob89zJHfkqrxwXbl91o/90Xl/F36r6D+nZ2p/bwWSJLFWW2O3tctgalCsKAI6iWBiX58PenILs3ZQGlmVptHct1WVSIfT4kJhX2MeSVdpHxBFGs1UiQQjfnSnYRn+hdFQcmg/VezKz4UQpDI3IngM9U7d5zREAhE8zxMBL/s66n5u+Ep1hcn8JIlIAscWQTp90mU2Ii4iJEkCy2TkcoXxlSpj6w3CPYug7SEbBrZt08REj8YxAzrlwTRP5BXsyWFalsFaaw0JMbqPBqPUOjW2GlvMDs76O/q97h6rO6vEgjG6RpdwukKneq2TXzSzx2h6lPnteV8u1sd2c5tcNIeMTNMQPu6T+UkMy2A4NcyTa08iyzJHskeu4WuAKJqLO4ucGjrl294+PRQnEUwwkBAXxzvtnaskYsOpYea35/3R/XNFNBBlIDGAh8dPvPInrqtSOMTtx2EB/y7Hpx//NMW4sJa0HItoQISJyLIsuhqCgjHcqRJQAwynhwmoAbbqW8KvudYhoArP87ntOeLBuCBMNdf8rsPzPGRJpm20GUoNEdEiLJYXKSaKvhFHKBASlpumSDwzbION+oZgzaohoW3GuyKfkfFPhp7n+RcShViBvfae74sOkAwnKSaKbNW3DvQ5lySJaku8vn4H078guB3o7RfwsOmC58Et7Bp1RfcJec8Ho5lRYa3abYqLq9Qg//6fvg7LtXj5Y5/ha0/bSYNII5t9yx+Ri+bQVWGlGw/GxQWWIlNv13nBj3yCB3/371/9c1qPF/7IJzEtk5bZuuZ5rNXWyL72A3T/7Jf9n4sibjfwkqfYDUQwLRPJEbt7y7Z8/XY/zKNrdQlrQpf+6MqjzA7Noqoq241tUuEUpXKLmbkypcUNjq7WGF6tot30ounK5+HtgCs9yHI2yOWxLBcGIiwczfHXicuMZEc5NXRKjK53lsjFc6QjaeLBOLqi0zE7nPyhP+SR3/spXOuK7EzSumRf+1/8/fVB2GntkI1khdIimhUucvkJ5rbm/E730s4lJnITB/q2e3icXjvNRH6CeCiOJEm+JHIwNYgkC3fCpxfvUrxEuVl+TsXb8zxKiRLJcNLfwS9ai/yHt/wHvvfY9z7r+zvEc8dhAf8uRqPT4LNPfRZd1TkxeILzG+eJBWP+/jAZSbK8u+w7UqmKimWLwJKh1BB4wrhDlVUuVy8zXZgmoAQwHOEylQwlafQaNLtNcSLZ995u9pqMZ8c5v3WekB7yjTpmB2eJ6lFhkymJrq1pNKl2qxS1omCe73uoW47FanWVRCghNOb7jOODzEZq3Rq1bo2Z4sx1g0rqvTp3DNzh7xoP8sF+rqiHFeohhUTXIde02InfvLsfSg1dE6TxXODhoauCHKi0BKu7a3RZq69x4u4gr5IlvvmJH6ZdSRPJVDn2A/+LzKkvYTlJNFn4zYe0ELIiDGJ0TWfk7q8jSTKP/smP0KlmCKcr3PXWTzH2km+w1dim0qocOPHInPo8o+kxvvUnb6FdyXBSeRIckF9VIRpI4mgi/cx2bF8iKMkSsieMgkAEowwnh4VMC4+tyhqvmqvzxq89wh3nt655zK1CnLmBCKdzMtHhI/Q0iY3eHtlYHt12kHo94obH0FqVkUtlhjcbHNnpcWRnjdcAMMf6QJLfe+EuC69/GXXNod6royqqf9E7nh2na3YZevFX2WntsPZX78GsF9AT2wy8/sN+uMmNsNve5VjxGHPbcxzJHmGhvHDVMfQQnXbfJvag9/ni9kWmilM4nkNID5EJZ5AlGcM02G5d+b3IRrM0jMYt80RATECG08NoilihbTW22GqI460qKu9/6/t5zfRrbvn+DnF7cFjAv4vx2ac+SyKYIBaMsVpdZTg97KcGlZIl5rbn8DyP6cI0q9VVjuSPYCtifN1PIutaXZZrywwkB1jcWSQejFPtVJnKTxHSQnh4tHotelaP7cY2A8kBEiExVk9H0pQSJbpWl8WyCG3o67r7BiOaorHT2qFrdv3iHQ/G0RSNrtVlNDPq63tHM6PXj1j0YKtujpN+AAAgAElEQVR+7Qn+6ah36tfsw28LJIkLpTAvudTk+HqHr9xCAb8dE4BoIIrruuy195CQOJI7giIpmJpJ1+6KdclLHmLy5Y+AJ1zALNsiGiztS83EXrTWrdGzeuRiOWGzi8fxVz7O6Iu/ju3ahAPCxU2WdQaTg5TiJZYqS7TNaw1GJl7+MEdf9hBqp8fUe+exFZmN4QyS5PqGL30ts+u5qKjYnpgIqZLqZ8bfIWf4O392mtd8ZY7Unijuhq7y6MkiS+M5Lo/lWB5J4cZjNA0Ra9o1uiiKgsQAq5pOvVMnFhyiZ/WIh06IKZPloZ+f4wU7HndV4OQTlxncqPEvNmp0/mqdh14+wV+/9hiLkTADiQGhb1dVlnaEKUtqdpnU7Oee9Xs1kh7h4s5FRtIjLFWWDnSAU2SRE3Ddz6h0hbg2nh5HlsUqqtKpUOuIC9dEKOGHy9wMiVCCQqyA6Zis7a1dtWLqQ1M0fvWtv8r3TH3Ps37Nh3j+OCzg36UwbZP7n7gfTdHomB1h4KGG8CSPzfom2ZggPw2nhzFtk9HsKPVOnZAeQlM0DNtgr7VHLpbzdbnThWlczyUZSWLYBrqsI6sypUSJJ9efFJaesspqdZVkKMlQcgjXc5GRmSxMoikaSztLXK5eJqJHiKgRTNckG82K7t2xCWgBIYHZ92ruWl2/aN8osnA0O3pTUtpabY3x7LiwdN3Plb5duDAgCvjMRoevHEve8LYBNcDq3urzfszRzCiGaQhvbVnkqyNBLBhjMDmI53n07B7rO+tM5Cbw8IgEI/6aomt3RXSsJFze+gVEUQSr3fZsIVmTRCBN367U9VymClO4nnuVDDEZSvqRn6eWm8gerA6maHompmnuXzxE0WThfd8xOlTbVQqJgoiW9TyylTZv+aOHePFjq6iuKHIbxThfeu0Mf3FnhnBhwE+t609qPNdD1VRiYSEBa/ZE/GwkECGoB+mYHerdOnutPVpmi6N3zvKQBH/Va9D6viTv2AzzqgfOcmK+zPd+eZ7v/fI8545m+OMfuZMHS4owDHoeCqzB5CBb9S1K8RJre2u43rVjf0VWGEwJYqXneUwXp5nfvjoatpQosVnfZDw9LjgA++qP/vEPaSF0RWendbBDoed5DKYGiQfj/s7/RqYzuqrzaz/6a7xi4hXP/cUf4nnhsIB/l+KBcw8Icw5FYbmyzExxBtsRTmnFeJFat8ZIegTHc1jbW2MiP4EkSew2d4kFY4QDYSqdiu/AJkkS5WaZbDQrHNj2E6lw8aVpiiS+FtSEs9peZ4+u2WU4PYzjOey190hFUsIZqrbJen2dgBqglCgxX57H8zxmijNifLm1wlBqyM8MD2gBlneXr/t6n55kdj14iES1ifwEj68+frsONXAlA/zYxs07n1KixHJl+Xk/poxgq9uuTVSP0nbadI2usAdVxZ42qkcZyYyw3dwWFp3IdNwOYT1MrVMjEA8Q0AJ+AIfneSgoKKqCt19A+xdhiiwCb+rdOulwmq7VZSQ1wmBykFqnhqKIrjoZSjJ8SRCyLo2ksF1b+N97kviMaB6mY7Kws0AynERCwrFt7v7iad79p2cJGTaOLPHwC4f4yutO8PBYmIAWZH1vnXRT2JX2bVt3m7vk43l/JXKxfJHJwiQds0NIC3F24ywTuQnOrp9FURRODpzkzMYZjpWOYTs2M8Mn+Yv4Ft+86++iz13krY/s8MoHL3F8scIv/6cv8vGX5vn17xvE0J+bRrAYL1JpVchGs2w3tq/Rc4OQZo2kR/wOWJIk5rbmfIMXgHxMJJoNp4dFlKuqU+vW/DG3ruikwqlr4mB1RWc4NYwiK2zWN9mobbDBzSNjdVXnP//Yf+ZlR1/2nF73IW4PDnXg34VwXVd037LG3NYcQVVYZbq4VNtVdEUnGU6K/GEkYqEY241tZFkmFUlxuXqZntVjJD1Cx+pQjBeFBMxo+xInTdYwXbHbdjzHTzCrtCokg0lUWWW5sowkSxi2wXJlmVgw5mvCDddgKDVEKVFiq76FruhEAhHObpz1GdEhLUS5UQZgLD124MkPRC7zrUrCbMdmo3bzE9izxflBkUI2s9ERRLYb4CDDjz5iQRHacTOkw0LSpGs6TaPpM6pjIeGu1rN6VNtVOlZH2JUGYgRUsePup44lQ0lq7ZoglblCCy7JglTWNtqUW2U6Voeu2aVn93z2eVATXW3X6mI6JuVmmWQ46Y/APc/j2H64y+p4DjwRC1tuldnrCgJiSAsxU5xhIDFArtLhFz7wAO/5+GlChs1jd43xi//5x/nYz76BLw/KNPa14dlolqAe9PkQAVVcfJiO0Hr3fQYWygs+0TEfy3Nu8xyZaIbJ/CRPbTzFVGGKlcoKw2mxay/ECyLZbXqK33n7i/jp9/8Q/+NVRTxJ4h0PlvmD3zjHqZVriXs3QzaapWk0SYQT1Do1xrPj13IvPJGQ98zxtSRJXNi6wHRxmlQ4heM4DCeH0SSNoBakaTRZ21sDxLEtJUp+8U6GkkwXphnNjOK4Dou7i8yX530W/M0QUAP817f918Pi/TcAhwX8uxAPLT3ESnUF0zGZzE8ykZ+gY3XQVZ1EOEHXFoEgjucQUAMMJAbYbGwytzWH6Zgkw0ls1yakhdisb+J4DjvNHd92VVd1gorIs3Zch2qnSiKUoGN2SIWFiYuu6rxw+IXko3nObJzBsAxhRVm9jOM6jKZH0WSNrfoW2WiW6eI0xXgRx3PYbe0K8w3X8e0ib3TyGc2M+ilcN8NyZRnTNW9+w2eJ9ZROPaSQbdnkGzd4Lh7X2HU+HaVEiUanwamhU8wUZ8jFcgcS7oqJIpqqiaAPRadttGkZLartqvAGV2RBbJPEOFxTNXpmD9uxfc1+SAuha7qIlzS6WI7l25EulhfJRXN+OEo0EEVVVKH5D4pI0ExEkKiy0ayIEd2PFJUlmdFlMcZdPVIgqAeJB+Pkojk/KU6SJCJamNd/7RL//pfv58S5DVrRAL/27rv4b+95NfVMHNMyiegRxtJj4Ikxf5+FPb89T6VdIREW0bFdq+tfGBm2QTFeZGl3ibW9NSbzk8RCMfY6e6iySqvXQpEVLmxeIBKI0DW7LO0ssdUQfulPNZd54J2v4d3/YIa1oRSjFYP//j/meN9frBIwb00qmAqnxPFUg7SNNh2rw9y2cIDzfec9j8nC5IHM8/4xWt9b99/vgBZAVVRaRuvKBasnjI1s12a6IJIEa90ac9tzrFRWnjULPagF+dDbP8Td43c/q587xLcHhyP070J86rFPUUqU6Fk9livLRPQI6Uga294PElGFY5eu6KzV1ohoEaYL06iSSs/ukY1lqXVqRPUoY5kxNvY2xFjWC5EMJXEd4V/d7IrOL6SJ3Xc/6KRrd/Fcz3+s0cwoK7srVNoV9tp7DKWGqLQrWI7FUFrI0DZq4jGOFY9xfus8k/lJ//XkYrkbds3Pdp+dj+bZa+/d/IbPBpLEucEIL1to8PKLdT79omv1wiByrPud0/XQn17095PpSJp8LE/P6rG6t+qnv/XdtWrdGkE1SNfq0uw1SYVTYqWgCG/5rtlFUzXCepiW0fKLi+WJ/bEsy4QDYf+Y7HX3hO3pvswMhAWt53h+obQci4AaQPZE3nv/OSmSQmxzl+JWHUtVWBmIYTs2SELR0E/+ChkO/+i+Bzj5pOACfP1UgT/+v15DJxkFhAe+JmtEo1H/sRVZod1rEwlEmCnOAFf84mudmp96N5mf5MzGGWRJZnZolrmtOQaSA+w0d7hjUISI7LR2mC5OY9oicz0ZSbK2t0a5VWYqP8X89jyzL3kp7xw4x8891OTNf3mOdzxY5hXzdf7JvROsZq52ZHs6+pausixju/ZV2vD57Xmfaf70EflBCGkhwnqYdCSNruhYroVhG1zavSQkn/uj8bXa2rNOLLve433o7R/iBSMveN73dYjbg8MO/LsMZ9bP8Pjlx1nfW0eWZAaSAxTiBUJ6yLc3xRMRhYZtkI1m0XXhAe1JHtFAlIAaIB1OY9gizSoWFDGPqqSiK7qvN+3HKjZ7TSRJEmYiqo4maeLk5YmRdzwQ586ROxlJjZCOpHlq7Sm6ZpdivEjbaLO6t0o6miYXy4nQE0mc+PpOa/1x8UHIx/LX7P1uhj6r/XbjL06J5/ljD+9cd4we1Q/Ol+5jfnueY6VjjGfGmSnMEAuKznFue46V6gqxYIzJ3CSu69LqtWh0GxzJHCEWihELxjBsA1kSjG5NEa5ufae33fYuXbMrdtqyjCqrRAIR//ZhPYzlWsQCMY7mjoqfVUX2eKvXQpIk/9+WY/mTgbbRZq+7JyxWPYdXfukcsgePvHiMbbOO67pEA1EigYhgtbd6vO/XPsfJJ1dpRgP8xj96Nb/1c3+XalSlbQmfgGq7iieJvPBmr4mmacLwRVFF0ZVkZFnGtEyR0KYIYlwhVmBuW+irZ0ozPLX2FIZtsLS7RDqSxnIsGt2GkHRtzdGzejR7zasuqubL4j1Yra5Syo/xH14W5l//89exUAiJbvw355jYOtgFMKJHxIWP54DHgSSxhZ0FP7P8egioAVLhlG873IcsyX6u+UZ9g7ntudtSvMN6mA+/48OHxftvGG7agUuS9FvADwBlz/PuOOD7KeC3gKNAD/j7nuededr3FeBbwLrneT+w/7VTwEeAKLAMvNPzvNuXHnGI6+KPvvlHHM0fpdlt4uGxvLvMTGmGjtnxM7glT3RMZzbO8ILhF+B5HrZj0+g0CAfDKI6CLMuc3zqPIilEVn+Ks3/8gzy6lyOY2qH4ug+ROfV5EsEEhXiBTDSD4zi4sotlWaLbk8IYtoHt2v44XJIk326y0qr4bmymbeK6Lgu7C4ykRjg5eBLHcai1a0wVpnxG+kFIhVOUm+VndYxCgduT2f1MfPFEivd9bo3prS53rLU5M3x1sfY874bjcx+ScPDabe4ykZtAz+r07B4bexvkY3kuli+K/XW3RkgLEQvFCCthX8Pvei4uLqZp+sYojuNQipVwJVdkXEsSruOy19kjqAWJhqL++FxVVH/vHVJD6Kq+7+4mcqz7efJaTigcwoEwQVWQDaWuwfd+Q+xz/+KVY1iORb0nsuQ9PBL1Lv/yA19iaL3GTjbKr/z0K6gOpNl6+OU88sm30KqkiWQqjLz+I9zxqidxPIewFhZ7es9CkRU/kz6gBoiFYqLDlcRqov9ZUWWVjtG5Sq5VaVeotqvMFGc4t3WOmeIMy7vL16xnQlqIvc4emWiGxfIi49lxviJfZu1fvJ73vP8pXlFe4r5f3+TNkf/F2hsf9HXg/UCRvsvdjd7rxd1FRtOjrNfWr+F2qLJKPpYnoAXEWkASQUGWazG/Pc9QcoitxtZ1OSHPFpFAhA+//cOcHDp5W+7vELcPt9KB/zbwd27w/V8EnvA8bxZ4F/DBZ3z/54Dzz/jabwL/0vO8k8CfAr9wS8/2EM8L63vrfPHCF1nYXuDi9kX2Onuia1ICJIIJXwZU69XQVI0TAyfoWT1/T5YKp/zksb6meueJN/DV/3kvvb0CINPbK7By/y9ROf391Ht1FncX/UxpWZZ9L+8+mUlG/N1xHbp2V+Q3yzKJsNjDxgNxjmSPAGLP53gOT649Sb0nMpZDWgjTNjk5cJLx7PhVCV19O9FbQTaaFcSe9CiXdp6/gcpBMDWZ++8SkZI/9vC1Up58PM9u++YFfKe1QzwYp5QsYbmiKJcbZQrxgtBpex5to42EJPTzjrg4CgfCvhVo30u972OtKRoO4n3ue11LsoQsyUJzb3aptCo0e00hX/KELK3eEx3k0726NUXjjsE7CGnCTCSoBLEdEaxy17eWiLcMlkdSLBzJ+LrkoBYk3Orxr/aL92oxxv/zC6+jMZRn49HX8NX/eS+tSgaQaFeyzH/qn7H26KuJBWJX/OElhe36Nq7rEtSC1Lo1livL6IrOxe2L2K7NVGGKXCxHPpY/UKoX1IJYrkUuljuQ2BXQRGDPVmOLhfICR7JHWKosMZAc4OEH7+T11cf5FG8hRY0/b99D8tM/SOX096MrOtlolnq3TiwQu6ULtZXqithtP43UKEkSw+lhVEUloARQJZED77ouc1tzFONFdtu7t614x4Ix7nvnfYfF+28oblrAPc/7KlC9wU2OA1/cv+0FYEySpAKAJElDwJsQBfvpmAa+uv/3LwBvfXZP+xDPBR9/5OOMZ8c5mjvKC0ZeQLlRFgzW/X2iIiuokiqIaIqOKqu+rref7et5HgE54Mcgbn/pZ6+y1ASRwLT5wM8AMJGbIKAFcFyHttHG8zzhsy5LaKoYayqSgioL9zfbtcWuUhKhKJIs+clnmqwRUAOMZkcJaMLxzXEdinFB2JKQyMVywhFODXAkc+SWxodBLUjHECSikB66JljiICRCwoHu2eJTL87hSvD6M3sk2lefZNOR668C+lAVle36NjutHb/Y9CVRCzsLGI7BVGGKwdQgI5kRsjFBCrMdW+ihZdW/cAKR3+x6rshW94QTWn+XCgiNvx5Al3XSkTSRQISh1BAts0UinCAZSmI54vauKzpfy7VodBqii5dcXMklEojguA6v/7IYC3/5e48TDcVIhBKkwinCpsu//G9fY2i9xloxzv//z9+Akc+iqRqPfPIt13zGHDPIk59+Gx2rg4TQjOuaLl7vfkca1IIEtADnts5RTBQZSY8wvz3vJ4IdpLeOh+K4rvDmN6xnOJV5woJ0s77pf2lxd5HxzDjrtXU2HvhpunaCv8cf8wl+lCR1Pm+/mcjn3+iHjaQiKV/adStY21sjHUkLboAnAoccV5BLNVXzfc+XdpfIxXK0jJavIni+iAfj3PfO+zg+cPy23N8hbj9uxw78NPAjAJIk3Q2MAv2Yo/8K/HPgmb8pZ4B+YOyPAcPXu3NJkv6BJEnfkiTpWzs7BxsQHOLmaPaa3P/4/X4coud53DFwB6OpUTRF80/wkiwxnBgWsp5mGQ8PwzZo9ppYnoXpmOx2dv2Iz84BoRYARi3v70k7Roet+hYRPYJhGdR7dZq9pm+X6eFhWAaDqUEq7QqGbfjRl51eh57VIx1OU21XqbQrBNUgC+UFzm+eZ7myTM/uYVgGuqozkBKJaP0M5Bvtx/vIx/J0rI6fXjVTnCEWiF339lMFcTtFUYTRybPARirA/55MoDseP/TY1V3YjUwz+ihERbJVPBhHkRRCWoiQGiIXzXFy4CQysh8fKUkSmUiGeDCOh0gss10bRVGwPbGe6I/UHccRZDIP3wWt2qoKB66dJREkI0nIiE47HU77Y+9+96soih/1GQ6I0TweaJJIURu5XGFisUwnpPPYK6b9Lj4SCPOTv/4Fjlwqs50J8ys/8wq68SiKrKDLOp1q5sBj0a6kiQaiIg9c0Wj32n5CluOIi5GwFuYFwy+ga3aFH0FGZH4HtSC5WI6J3AQzxRnGMmMkQgnCWphIIHKg2cl0afpAff6l3UsMpYb8tDUHlXv4Pf6S7yfPDp9tvpPWxmWKieJzkihu1jeJBWJMFiZ9a1tN1mgbbRzXYW5rjlhIkAGfGZbyXJEIJfjIPR9hpjRzW+7vEN8e3I4C/n4gJUnSE8DPAI8DtiRJ/b35owf8zN8HflqSpEeBGHBd3Y7neR/zPO9Fnue9KJc7mLl7iJvj049/mkKi4EvDulZX7DRlSYxY9ztiDw9ksedLhpKc3ThLy2gRCURQJIWF8gLRYFTsP7UQkXTlwMfTE9sYtoEiK0QDUcF6t3tIkkQqkiKmx0CCRy8/SrPXJKgH0RSNgcQAsaBwzOrZPYK62LsqskIynCSsh9lpXjm5towWF7YucH7rPLZrs13fpmN2GM2MosoqmqxxJHeEkfTIVc+v7xx35/CdWLbFZH4SCfE4l6uXycfznBw8yfHicSbzk8wUZpjMT1KMF5nfnsewDT9N7dniky8Rn+O3P1gm2hVd+Eh65KZWrwCxUIyQHiIRTrBSWWG3tSu6cKtDx+xwZuMMI6kRFFmh0W4QVIPCzMURk40+ia1rdvEckbnt4tKzBVlLkgURLaSFRAhMvEgylPQnNLIs+/vsfjHvHzdFFsz0vpwMT5j49Owejm3zo38hNmn/+xUTdDWxOrE9m1f+9XlOnhaEtV/+xy/FLhXQNUHM6tk9QqmDx82RTJUzG2d4Yu0JTNe8ar+/sLPARn2DZCTJZn2ToeQQ2w1hVrO4u4hhG+w0d1jYWeDC1gWWK8vkY3k0VTuQ9DiQGGBu6/qM8JXKylXP0yTAW/kTHuZuRrnMv35g51qbX0943k/mJ33Z5PWQiqRo9BrkY3lURahBbNfm0u4lIQeUlev6/D9bpMIpPnrvR5kqTt2W+zvEtw/PW0a2Tz57N4AkwnOX9v//ceDNkiT9XSAIxCVJ+j3P8+7ZH7W/Yf9nphBj9kN8m2DbNn/4zT+kGC+y3dimFC/hycLtynEFG1ZyJZEn7dioiuobcQwkBkhFUpimiazIwlFtXw7k4nLnj3yCh37n3TjWFdmMrHUZeP2HhRf3fpKUYYsOuWN2hNGLIshysiwTCURQJVUYjJg9QnqIrfYWxXhRdO+NLTRVEN2SoaSwrnwGXM9lobyA53kMp4Zpdps0jSalRAlJlmh0GxTjRfKxvH+yu1i+6I9RlabCiYETzK2Lk3Q/uvFI5oi/M1ZRiSQiFONF0dG6DqoimPeVVuWWtebfmIjz5HCE2dU27/vLNf7dW8YI6bdGnNMUjVKiJMa5iZIfxRrQA8iKTC6WY622RkgL4eBwfus8pUQJVVaxXdvPt+6nzTmOw/LuMgEtQC6Su7JOkRQR76rqviTt6f7s0r53aN8zXZEVJCTRpcuyKO6Sh2Vb1Lt13vhUnRc+tkI3qPHAG2eFXasE4Y0dfuzjDwPwB/e8HGN8GE1WkSVZkBdxOfXDf8Qjv/dTV33GFN0g99oP+O9frVNDRsZyLXZaOwwkB8hEBHkyFoxR79UZS48JIp0kHSgtlBDSyd3mrn+c+qi2qyIv+wCP8j4Kr/sgq/f/G/95dohwr/qbPOm9kFc/fJnvmdD42oyw0e1PUZ7Obo8FY5TCpWsK/Uxxht3WLoV4AcuxMG0Ty7FYr60LgyM94vshPF+kI2k+cs9HOJI7clvu7xDfXjzvDlySpKQkSX0dw08CX/U8r+F53r/yPG/I87wxRDH/kud59+z/TH7/Txn4JQQj/RDfJnzl4lfIRXJInsRAYgDDNpBkwRjWFR3Xc0VRVcWoU1VUXFyiwSjpSFrsngNi51bv1v2uy7RNSi/8ErM//mFC6TLgEknv8pJ3/RavfuO6sMDc1wkHNdFh9/3QF3cWeWLtCdKRtCBb2V1cxxW2nbLMTnOHp9afYr48z2RhklgwRiaaQVNvbInaJ64t7i6K0BTHYKWyQlAVI9NGr8Fjlx+j2WsyWZiklCgJkt1+p/9MrNfXkWWZereOLIvO1fEcX6rkui6mbXKsdIwTpRNMF6Y5mj1KLHj9EbwnS/zKW8YwVIk3P1bh5fN12r1rd/XRgNDZJ0NXvNPLjTKmY2LaJiE9hCIpIOETAePBONFAlJAeYig1xPHScdLhNB5itOzh0bN6yMiYjokkSRzJHqGUKKEoCh2jIxLB9mNePc9DU0XISF8p4O3/53gOEpJ/4eJJ4nPhuq4o8J4wTSn1ZO75g4cA+OO33c1eNkbP6nFu/Szv+YPHCRsOD985yDfuGkJTxPtruRaSJNEzewy86Mvc/a7fJJLeBVwCyS1eeu//uCrlKxaMUW6VKTfLHC8dZ6u+xVPrTwl2vCSRCCW4vHeZnt0jGUqSDCeZHZxldnCWE6UTzBRnfF12ULtWw92zez6Z8nrInPo8L7rnY4TTO4BLMLVN4G2f4ddfXwDgF//sMrGujYREOpK+ptNv9pqs19YpxAr+16YKU8JcJ5gAT+z2e1aPcqMsvOGjWbab1ybwPRdko1k+du/HDov33yLciozsD4HXAFlJktaAfwtoAJ7nfQQ4BvyuJEkOcA74iVt43LdLkvTT+3//FPA/n/1TP8StwPM8fucbv4Ou6oJU5AmGbp+spKs6ISnkn7T7BT2oBFEUhVavhWEZfuHNRDLoioin9PBYqixRvKvNse95XOSJB6PUO3Ugxtrems/iHUoNkY1kRbylogt3NMfyu/CQEsKyLd8vfXZoFscVrmvNXlOw1R2H1fqthXxkIhnmt+eF7ElWycVyNDtCz5sMJ8lEMnSNLlv1LZLhJEOpIcGSl7WrOulYMIbjOUQCEfDEhUjfa1pComt1ycfzIIlI0rAeZqmyxFh6jKm8CPToe4gj4bO5V3Jw3+sG+CefX+ff3H+Zd46l4BlZLIPJQcJ6mIAqXM1Wqivi/ixDuKU5DpZrEdEi1Ht1MpEM5b0yI5kRTNtkaWeJjtUhEUqQjWZxPRdd1Wn19lciruioZUn2O+K+WqCfXhXRIv54vB+QISPjeA49q0dQCaLJ2tXj9P330HVdonqEn/iDrxNtGZw9McBfv+oomuuhKir/+KLKC+cr1CMav/qDYwQ8G90L0Og2WK+ts9XYotKu8IqJV2CO/TY//B8f4sLWBSQkjg3fie2exHEdTMfkYvkiIU1ctJzbPMdUYYrFnUUxUdi/KAhpIdpGm1Q4xVPrTz3jFwWiwSjT+enrxmwazo3jN0fTo+i5B0md+py/5kmGknzBO8brztW483Kbf/bZVX7nH73uulGxjrv/WWvCZH4SVVZFqEwwgmVbtI02jV6Drt1lND3q7+QPIuQ9G+RiOT56z0cZyYzc/MaH+BuDmxZwz/PefpPvPwhM3uQ2Xwa+/LR/f5Br5WaH+DbgybUnRRhJbkIYoHi2YCDLIDkSti12sI7noEma76DVMlvIthhvm7YpmL5WB9sRJKh+ZzORm/C73Vgw5svDqu3qVYVwbU+Mdfse3Lqik4lkRBHf7+b7bPcnVp9AlVXGMmPkojnW9tZQFZVkKHnLGca5WM4ftVa/ElAAACAASURBVNuu7Sc3RQIR8rE8hm2wUd8gpIcEic3osNvaRVZkjmaOIiGxurdKWA8LG1A1gGEb/jGSJZmu1fVldbZri5Gt6zA7OCtY+/se3wFVWIg2ug2WK8tM5CfIe3kef+sM8/OfY2qpyns/e4l/95axq15DvxMMakFsxeaOgTtwPMcvtoqi+FamritIZqVEidOrp68a9bZ6Ld/WdK+9x1ZDJF8V4oIT4bgOCoLYZrmWr+fud/c7rR0K8YLorvfzuvuEuKpR9Xff9V6dgcSA/xw9yeNFDy3y4sfX6AY1fvNdL6VjdIkEZLT1Dd72R48A8LtvfzFOPsvK7gpbzS1M26Tda2M6wvN+oybep2q76qsa2mabWCDGcm2ZSrvCUGqIRDDB2c2zgIiGPVE6wVZDkCeDetAnZo5nx6/9wEjQNtv07OszuFerqwymBg8kommKmE5Fg1F2mjuosko0EKXWrZEIJvjgO05x3396kDedrnLmyQ0uDVz/s7u4s8ipwVPUu3UsxyIdTtMxOz7DvNFtMJm/2mL1+eTX52N5PnrvR0UQyiH+VuHQie07HL//8O8znhn3x6Edo0PX7oq9qRLwNdmaovm632q76pt29Ausi0tEixAJROhZPerdOgpC/nVi4AQhPUTX6mLYBkE9SCwUYyA+wFR+yve3DqgB0pE0m/VNVqorLO4sIsuy39lpiubLvmzXZmFnAV3RhRlMJINp39ijPB/Liz0s0lVSn6ejbbS5WL7IcmUZRVYYSIj4yY36BjvNHQzLYHFnkYWdBcHY3u8+t5sizGWluuJf1NTaNTzJ8/eq/T2p6Yjn6eGJsbIkYdnCk/zU0Ckcx2G9to6qBfiNd70YU5V582MV7t1JMZGbIB6MCxY+Eos7i6KYovhWoJ4ntNsSkojzlCVKyRIrlRXObp69Zk/bL6gBNYAqqxwrHaNttP0deNfsip/x8FnctmOLtLp9voLjOrSMll+48YShSFAPEg6EkWWZQkwUeRlh6pKs9XjH7z0IwMf/3ov4mrki1AyOxbv/fJ6QYfOtF47w6akAX1v4GnPbc+w0dqi2qxiO4Exoisba3hpDySHKzTJBLci5jXOE1BCn109TbVeFza+scrF8kWw0y1R+imgwytnNsxTjRZGyh0QoEBIxqNfRSKuyWB1dD5IkCdOYA+C6LqlwirW9NXRFZ7owzV5nj8n8JPVencvZIL/9JkEKu/cPH0F2ry248VCcmcIMJwZOcHHnIoqikI6k6Zpdcez3J1LTxelrXNoOWv/cCorxIv/9Xf/9sHj/LcVhAf8Oxlp1jW8sfoONxoZPwImH4j6b2HRMyo2ySB3bd1+TPIlUOOUHhsiS7Dtv9TtqTdGIBqK0LRHCoMkajuP4VqpBJchee098T9FIh9MczR2lbbZFJvU+xrJj/o7ctExcx71qtFiIFSg3y9S7dTpm51oW79OgKzq1To1YSNh83ooky7ANFnYW/GJ9augUE7kJP2rTcR2Wdpc4s3GGzdomjW6DUrzETnMHRVEoJou0ei0RAuKKEBBFEZnZ63vrtMwW7V6brfqWX/yqLdGxThemMSyD5tggf/qWFwLwDz/2Fe5Y75KP5ZkdnEVXdRq9Bp7nUWlXRFe775LWJ4yBGGk/uvLoDVnIuqqjqyJlrtwo0zJaGKaBpmqkI2mRRLZPWHMdl44lXMr6NqRIQoOuyYIj4SHSvsJ6GFxxLPtrGMdz0Jttfu7XPkusZfDUsSJfedUkU4Up8vE8+Y7Lix9dwZHg4+94CQ2jiWmbfoDO098f0zYpJUq+mcniziJH80c5vX6aoBoUxMOtOXZbu2LSISlUO1Vs1+bkwEkUWSEVSfnGNiBG6flY/ppjpEhX/OOvh8Wdxas4CSAupMYyYyxVllBlleniNGc3zyJJEgs7Cwynhql363zyFSXWs2EGaiavnBOfT1VWfRZ6s9uk0WuwtLtEKVEiFojRM3u0zTaSJLHV2OJY6dg1OeAgLiCeLQaSA3zsXR9jMDX4rH/2EH8zcFjAv4Px8Uc+zpHMEXRZ972pbde+0iVJErmo8Bf3JCELkhWZjtXxddCWY4nkMT1E1+yKKE/P8yVh8VBcOH+ZbbpWF10VoQrFeJFcLEetWxNZ3q4ndOCOwXRh2o9qdFzH74gkWbrqBD6QHPBH+slQ8oYEttHMKKZj0ug2bughfT30d6myLNNzegwlh5gpzJAKp8QNJFjdW+XCtpAc9eMoo4Eoc+U5PM+j3CxzfvO8rzEOqAGCapBCrEAsGBMuXhER0+q4jm8E86U33snDLztKsGfxc//lLxlY28NzPf+4GI5BIV7w87Rdz6VpNOkaXeFDbrZu2oH1Jwmu55IIJZguTuOx71m+/x8guvD9z4Iqqb7sTEFc9Lmu65Phys0ytU4NSZZYqaz4GfBes8nP/pe/ZGhtj/VinA+++25cPCRPpISd+vwjqK7HQ3fk+XL3Eo1uA9d1r2K5959Lf2ojyzJThSnGM+MslEVRHE2P+tndLaNFOpqm3CwzmBwkHUrTNJr0zJ7PXeh7u1uO5U+Fno6nu8ldDx6eiBd9GibyYo0kSRLHS8d5cu3JK7f3PPY6e8SDcWpGk/tfWgLg3sebzA7OosgKF8sXWamuiN+XTo2h5JBwqHNtWmYLVVFZ3VtlujDNha0L131ezwZDqSE+du/HGEjeYJZ/iL/xOEwj+w5Fs9fkz5/8c45mj5KOpjmzcYa7Ru4Sud+ei2EaqKoqTuqS659APURgydreGnk1739NkRTiobg/Vu4zsGXELjgejIMkTliqLHTArueCB7ODsz7JxnZslICQofUNZPYae+Rj+avYtLIkC/ZtOIHruqzV1pAlman8lMgjf8au8lZ349dDJBDxzT88T0js1mprlBIlUuEUIT1EpVVhs76JJElsN7f955uNZHFd1y8QuqJT69VYra5eM66dLkz7BdC0hVtYUAvy2z/1WgJdkzufWOWXP/RVPvALb2RrWLjKKbKC6QrJn67o/vEXTO5zDKduPv5UJMXX05/dOHtVwb9r9C5f9tV3tKu0hRd9OpYWxij7Y/iW0WK+PM9YZgxd1TEsg0a3IXT2HoS6Fj/z4a8weanCTjrE//veV0Iuhy6BrMrM5Cb4wYdEgXvgtVNM5Yc5t3lOOOv1g1ZklVgwJpK2wmk0VePM+hmQYCo/xcnBk4KQJ+vMDs76O/DV6ionB07S7DaJh+JEtAhI0DN76KoI2SnGir7s7ZnQFO2WOtnl6rLPiZguTIvEMA9mh2Z5YvWJay6mWkaL4fQwuqpz+nXjGJ9f4gXny1Sf/Cajx2eZ35oXo3KrK7zj9bAI67E6BNQAF8sXmchNCB36da7Tnk0BH0mP8JF7PiLIl4f4W43DDvw7FJ9+/NMU40UkWZy0S/ESXavr78KDetAvJJInSEuuKwqu5ViU4qJTcD1R3C3X8v2sTUsUk6bZ5PTaaZ+hbNomlXblKqlRX4JluzYBNUA+mveNQlRZpWt1SYVTGJYhSFP7GM+Os1ETe+l+7rdhG2w3t6+xikyFU1fyj58jSvESTaPJdl0U5Vw0x0h6hKAaJBqMElSD/gjzWPGYKJr758zd9i4Xti+wUd/AcR1k5QqvwLdb3b9tP4ktoAR8k5W20WbPbPL+d72Ap2byJBs9fuH9n2VscVvEeUoyunwlulNCot6t0zbbDKWGrkqjeiY8T4y6++Pj/r4eIBFMMJQc8lnlpm368riR9AjFZBFd0X0Wt2EbhLQQU/kp4sG4z5guJUqE9BDaXp1/+quf49h8md2Yzj941xGswaLvyNazesx8a4H0XofNQpyFEyOEA2GS4SSyJJMMCeOYE6UTjGfHBdfANam2q0SDUXJRIQO0bIue2cO0RdJYOpImHUlzonSC7dY20WBUrCfMpuASyBLVbpWN2oYwIbqO1Wif63EzGJbBaGb0SvEGTg2f4sm1J687CVmtrhIPxnm0tcTnT4qpzrtOd5jfnicZTtI22zS6DWaHxcVux+gID/fyRcYyY2K1dKMhyy3W79HMKB+996OHxfs7BIcd+HcgHNfh4498nJAWQvbEWDATzXCxfJHjxeNIsiT8s/WQf8LWZM0vvIqkCPKadOWkr8qq0GmrAVxPdJuyJAv9rCSLpCvXpdapoUgK6WhadO3BOGc3z3Jy8KT/WHigoLDwjbt5/E9/lFYlQyRTYeZNv8up15712d0gRr9BNchIeoSVygqlROma/XYhXnjeRhb9vPJ+J98vOp7k4bkeDg4zhRks22Jxd5GjuaPk43lx8WEbfg53vVun0W3w+F8fY/OB38Co5QmnK5x48+9z9GUPs9nc9JOk+l7vqqxyYesCU/kpPvTzb+CeD3yGV1+o8fO/+lnu+79fyum7jyJ5gkDluA6O5PjyIc/zrtINPxPHSse4sHUB27NRUK6SG43lxlClfW90Sfb35JIkCbZzr0E2mvWjOLvdLq4qtPp9gltADeDhMbzR4L33fZWBzRo7uRjvf9/rCKQCfuRrSAvh4vKm/y14DA+8agIbl057j0wkw7HiMVyE5K7n9NDQmMhNYLs2W40tFsuLKLJCJioCUKLBKLutXXLRHJ7n0TW7vkuc4RhXxZqqsko6kqbcKIvjXJjyL2ieDkVW/A68cvr72fjCezHrBfTENgOv//BVunNFVji3cQ5Jkjg5ePJA8uAz0b9w+MTdOd78WIXve2iVP3jTMZa74qJxdmgWz/UwHGElPLc9x2BykLW9tZvKxPoyxRvhSPYI991zH5nowda0h/jbh8MC/h2Ivzr7VxRiBX8UrCkaATnATGEGSZIEoUcWhhuqojJfnmc8Pe5riV1c4cQlyXiyh23b2JYtOksEa7lvl6mrus8sjgViTOQmcDxxm/44tL/r22nukI/l8fC49PBLefB33429H1LRrmR5/A/fQzjw22RP/ZUfsmHbNj2rh6ZoTOQn/PG8P5r2uCUL0ptBlmWS4STVdpXJ/CSWa6F4CpqmYbs2Li7hYBjLshjLjHG5cpmJwgTnN4XTWVgLU0qWmNuaY/nhl7Ny/0/iWYIM16nmePT3/yGyJHPiVaexHIuW0UKWZS5tX2K6MM1UURSVngf/9t7j/Ps/2+CVDy/z8x/9Ol9/dIXff8dL2NQs4qE4lnlFnidJgl3NARbYnifG9KlwCglJvI6njYg9z/M9zhvdhuBAyLLwF5cldERutYZIIwvrYZ/93jbawvcciR/4/AV+4NOPotku64Mpfu3nv49v9JZxd8RjTRemsRyLwd0ed5zdwNAUPvPCLBt7a6Jo74eGRANRRjOjhPUwzW6TzfomXavLdHGascwYjU6DZER06zIylVaF3dYuk/lJ5svz4viWTvDUxlMczR31SW2yLLO4u8hEbgIPj3q3fg0RDcC0TfSwTuX097Ny/y/5759ZL7Fy/y8BwqxlMj/J+Y3zSJLEiYETXNi8cEvpX5v1TXRF5/wgnB0Mc2K9w6mH53FefQexYMznPXiex3x5nkK8QLVdvbVksZsU76O5o9x3z323FJhziL89OByhf4fBsi0++MUPikQxVfeTvmzP9kfmIS1EQA1gOiaGZTCdn2anuUM2nMV1XP9E7iIIU5ZnoaqiaPb9s/sjd0mSfNZsP5tYVVRh0+o5wlZTEg5XibAg5igoPPapH/WLdx+uFeThP/4hVFllu7FNNBAloAS4XL0sIi4RsrZkOMl0YZpUJMVoZvR5e0CnIilf39w/WSqSIqI29/+Oi/96+2Yvpm2SDAmv7VwsR6VVYSwzxpn73+Gf/K+8thBPfvrH2evs0TJa6KpOWAtTjBdBgoAiOsawHqbnOfzWT76a3377i+jpCq/81irv/7ef4Q0XWv4o/+lY3l1mPDPOQOJqQtJQaohLu5fY6+z5qxDbtTleOi72yPv/th3bjxy1HAvXEauUZDiJ5AnGe0gPCeLe/i48HowzutXiF/+/z/CWTz6CZrt85dXTvO9nX8J2VLlqrL/V2ML1XGYWhLnJ16fiLNoVulaXiBrheOk449lxdEVHRubcxjmQYCA1QCaaodkV+dnZeBZN1vygllKixHRhmo7ZYSI3wUR+wid5Le4soipiqtLXeO+2d2mbbRKhxIGfg54lduUbX3jvNe+fZ4XY+MJ7Gc+OC5KkBMeKx7hUvnTLFroenl9AP3dK/Dm7uEdUj6Irup/Et7CzQCqcEpLPG2Td+/d7E+LdVGGKj9770cPi/R2Iww78OwyfP/t5VFllpbJCKiwKU6PX8PegEhIOQvIVVIOYjvBV7lgdJFkSJDNP7KL7BLb+rlaSJAzLIKyFBVlNFVrlqcIUW40tEsEEKqqwTNVCGLYh3N1kHV3R6Vpdqu2qMOq4TsKUWS+QDCfRNTHK7RdUx3FQNTFW7AebhNQQunr9/e+tIhvJ0ug2/AuB/hrBdPftUiUXz/V8olpQCzI7OEvH6FBKlqh1a6iKGNNeLF+kVUkd+Djdvew1UjjP8xhyh/wueW1vjUKiQMfp8bU3zPKFUZV/9ScL3HFxl/f8+hf5xosX+DevS0Lkyq+uJEksVZbIRrLMDs5S79b9i4poIAqSuI1hG1iuRavVopgo0jE7RPQIEhJbzS2Gk8PEg3GqnaogUjli8uC4DoZt+OsCWXF502ef5K2fOYNm/x/23js8svu87/2cNmd6B2bQsbvoW9kpUiySKMuO7VCkim3aomRJsePc68TPoyTPzZM49pWTOMVxk67t2BEtkZIjSyJV7EhWaJGyWMRObkVZlEUfDKb3csr944c5uyCwFCnnuVeU8OVfBDDAzJmz8/7e9/0Wi0zEy2c/cgdnj/ZQLW1RLaUYiA6QrWaFA169TK6aY3BRjIpTYwNcM3ANq/lVEsEEi9uL+HQfIW9ImLfYtuNF38FaYY3Jnkly1Rz94X6aRpOAO8BybhlN1hgID7BcWN5VTKuNKkFPkGK9yPG+4w47fC2/xkBkgJP9J9ksbpIup/Hrfg7HD1OoF2gV919JtIoJFElxrHLn0/PUje9dYK9ERwVQOR6Fr69x7bbNX2tuGmYDXdMdJju28EJAEhOPzojc4TLsuN4h4RxuL98Ql4t6MpjkN376Nwh59z+0HODNjYMC/kME27Z56JmHSIaSNNtNZ5dsYwtNcb3kBFO0223HnarUKNEf7ufs+lmO9hwVwSKSRSewI11KCyvOnfFrZwwf9oWdrrGjF682qvjcPlyyC2TxnDLVDEF3EMM0WCuscbzvOJ7INvX8XiKNHk7TaDfYLGwyHBsmVUwx1TNF22w7e1/TMplPz+PVvP9bfKAVScG0TbGvtXE6vo6+HXYYyggyn6ZqGIZB0BukWBPFoUPiA/BGs9Rye5PzPJGMk+6VqWbYLm8jSRLrhXXWC+tgQzKUFMxrRSNdThMaGeNf/x9x7n5mk/seeYVbnl/mkfMbPHx9jEduiJMKX55iJIIJSo0SsizTG+4Vunh3gEvZS/SF+hx701K9JOI+JYVgqU64YXGk3YVrtUq+vEzc7QF3A0N3UeoOY8kyuqYTaMKpJ2e57X+d4ci22Oc+cn2c//Whd1J2SSxsnGc8OU53sJtUMYVH8zije6/Ly9Alkda1NBRlvSC88nVF51D8EDOpGTKV/VPHQBSuUr3Edlm4wnUc13rDvcR9cabT04wnx/FqXtYKa47kaqJngqXM0p7us9KssFHcYKxrjJA3hCZrnF0/K/6thLZoFXv2PAc9nGZ+e57h2DCXspccm+A3Ck3ReNSV5tcl6F3PM796Fl9IHCIHogPkK/k3lBl+tZCVieQEv/kPf5OgJ/h9Pc8D/ODjoID/EOGZxWfIVrIsbi8ykZwQ0YnbCxyKHcKyLAIesWfTVR1Jlai2qng0DxFPhFq7xnBsGEVRaFttbFO4iBVqBYfIZCu2M2YOeAI0jaYgVZkmtXYNGZmAHhD6blvonDVJI+gOCnavhMh3btU4de8XeO6hj2K2LgdHSFqd69/7ZbbKgkmMBJOJSQwMZFkW49ArMBgdZGZrf13s60Wnswl7wmyVtkiGkiSDSYfM5tE8SJLkjI5N2xQHGUmM1MO+sHBIkxRylRxu1U33236f5a/9m11jWFlrcOqeL5AqpUgVU0z2TgIipnK7vM1GccMx60iVUgxGBoU8zxsk6AvzP293MX/tCD/zp49ycj7Hh7+T4oNPpHhqLMQXb+riu4cDWLbFpewlDsUPOYed8cQ45UaZsrtMT9VmYCnN1GadQ8svcehShlDxtTvIliqT6hJxld1bJTRDHGg2Qy4+95E7eKSrwoTXjWS0CLqDVJtV4QVgtvHrfqFWaJTJFrboX80BsDIcp20WyNfy+N1+0el/D5LWsb5jnNs4x1j32K5M7o3CBoVagYHwAKqkEvFGCHlDzG3N0eXvYj2/zmhidI/5iU/3MRQdYjW/isflYb4w7xTB3nd+ctcOvPP+9dz1Cfoj/dSate+LNNkf7se0TdLFNMl4L2vJeYY2y5zIwml3hZbVotaqEfQE31gBl6Q9Y/SJ5AR/9PN/dFC8f8hxUMB/iPDQMw8J3bIvQqPdoNws0zaEgQuycDszLAOfyyfGcxaOKYuu6SgobJe2ifljNM0ms1uzTvfuQRSyttWmbQgvcEVS8OgekVi106FKioQuia7QMoW3ebUhDgqappEMJVnLrRE89tcM/PQmG3+7m+l75C1rnN/IcqTriEizspvOB/x1g9dRqBVYzCyKzrW4/ve+Zh1TDsMUo/q4P46qiH8WncAX0zAxMUlX0kQ8EQK6n2SpTe9CimCxjtxq4mqZZAspAqE4m82HyB1/mdMz9/NM7Z20YzZdb/t9uq85R8hzVLC8jYajzQ57w3QHu2m2m1RbVdbya0iS0GJ3/NwD7gCXwj188l/fw8DMGnd9e44bXljm9tkit88W2Yh7+fYdNiPHh7jUCQe0bUYXtrnvb5Z4y9I5oqW9WvmaR6MQ8mC4VJqqTMs2odkgaqj4a00ClRaDm6VdjzFkiXLET3SrQDzqo9aqObLBjra/3CiTr+VRZIWByABHalXchs1axMVL5SXnd/lcvteUAEqS5KwrpnqmnN99Jfoj/cxtzaHKKsd7j1OoFUgEE4Q8IaY3p6k2hW96p2P2al4i3ghz6TkxdamKgtfZn3fY5h0Wuh5O03PXJzh622ksSyZdSb++m+sKdAe6kSWZtcIaMV+MvnAfc31+hjbLHFkp8HQ8wHB8mKXMErZtM5GccCRq3wuSJO2SkR0U7x8dSH8fE/z/r3H99dfbL7zwwv/fT+MHEnOpOe777/cBYu+VDCVZL6zTG+xlvbhOb7gXGVkQiiyLeCCOR/VgSzaNlijghmHgdrkpNoqOreRSdonJ5KRjq2pZluPgZdrCWORKYwxJ2tmj7yRSyZLsmKPUmjV8bp/Qo9v27g+onfFxuVmm2qxyOH6YltliPb9OwBOgP9wvWNS2kLLpis50avp1kXxeC+PJcUq1EsVGkZAnRCKQIFPNEPFEduRyCtFslcFL2wwtZxi+lGN4OUuwfPXQi1djO+5ncSDMyqEuNkd6menzcckqo2s6MX/M8SJfza7SHezGq3vxqB5ytZxD4LsSHs3DYGQQX6nKyUdf4p7ntugtXPaJbysS2wENb9MkXL/sbFd1q1waijI3EOKFmMXF/iCBkSkSxRaDl7YJXLjIia02Q8tZgo0rLE01hbkeL2YwQHe6RG/6MuW9qis8c8sIj985wfOBOtlqFq/mpS/Sh2VbrOXXiPvjXPet0/zbryzz6NEI/+pnL8dVnuo/xStrr1z94tkQ88cIu8N4XV7Obu5OEesN9TokOec9TYyTqWRoGk16w73Mbc3RH+lnPb9Od6CbLn8XM1u7meMSEv1RYQbTQdATRJEU8jUhdfPpvte0870aIt4IUW+UhcwCQXeQwdgg6VKadz02yz/72iJfvSbG//jlu/aEk3QkgN8LqqI6B9CD4v3DB0mSXrRt+/r9vnfQgf+Q4LPPfhYJibg/jsfl4czaGcdMJOqLkq1k6fJ30TJbItzEFnpTTdWQFSHLsbBEN67q2KYwe5lKTqHIYqyuSoLN3jJaQkYmqU5GtiM927FobVmi23erbuGG1W6QKqUIG2EnsWk8Mc5GcYNyoyz2ly4vqVUxOrSxWcuvMdU7RbaSxbItMpUMft2PT/dRbpQZig2hyiqLmUVHb/z9otaqYZomPaEeYr4YnrrBzc8scOdjF+hf2zsurfhcXBqKkY0HaLtUGqpEupYl4YmgGzZqvUXfVomh1TxdmQpdmQo3vbwGvAzA6YluvnnHEc6c0pnZvkjEG0HXdNLlNLVszdHgn+g7gSRJVJoVVrOrtCzhGT6bFoefM3f08p27b+SWuSJ3fHuGI3MpAnVjV0HvwNM0GFnKMrxa4CdMC61tolgv73s9sgHx+qZPDfP0W45wqZ0l6otSrBfx1Fq8Y7HJnd+eYXxui3c8Pss7Hp/lwmgXj94xwv8YEIExHQTcAUa2xEFrpnd3GMh+jmhXwsZmKDZEupymWW8y1j3GXFqMw72al3q7vueAM7s1yzUD1/DK6ivUGjWC7iBr+TXRybdrnN04u8dwxcamVC/h0UQoj9flRVd0tivbhDwhwp4wC5ndxLrXg4AeoDvQzezWLF6Xl+HYMNlalmK9yMahJLDIiazFb+0TTjKTmtk1GbgaJFu8loPi/aOHgwL+Q4Ct0hbfPP9NBqODBDwBUsUUyWCSeCBOsV7k4tZFJ8GqP9zvkIUC7gASQhZlYeHSXLTbbceNqm22cWkuR/sLYoetqDt5z7bl7LrhspOVIim07BZu1Y2NzUpuhVJdjGGbRlNIpXYOCgE9QNQbRVVU52cC7gCXMpcAOL92nuH4MAC5ao5cVXSlMV+MgegA9WadvnAfPpePjeIG6fL3Hm+G3CESIZGc5dW84IHNkmBt964XuOOxaW5+chZPQ+zcq14XS4fiLA/FuDQU41yvGwaHaJhNx5gm27LyqgAAIABJREFUVUqRqwQY7xnHpbpEV23bWO0W5oXz3JhXOJU2GbqUZehShpMzaU7OpEmHXuLh62N85TqDbEA4nl1ZXFRFpdKokKvmiAfjuBQXuqqzVlij2qxiWAarW4uEX9zg+JktlJ2B2kpvkJW+MLV6mWPbBl2ZCpppo7dM9Nbl7tqUJXI+lZkeL4XJI1wcCLJ2KMG0XERTNYJ6EE1R0W3dURdUdJOHx108ccNdHNqscOujZ7j92WWmLm4zdXGbH096+M17h7nYI4p1vprHv9PR5327P3JeKzxEQpikzKXmqLQq6KrOeGLcIZElQ8l9c7V1VWdhe4FT/afEwU4WWd3ZahaP5uFPHxAHgF/+yPiuxxXrRY50HWE1t0rIE2KzuIlf95MIJJxDwxuBR/MwEN2xilV1RrtHKdQKbBW36An3cDElDjlK5eqHz5nUDOPJcWGjevULdVC8f0RxUMB/CPD55z6PaZmE3CEnAGI9v07MH2M5u4zP5eNI1xEKtYJg2tq28GZWXFQaFbwuL6qskqvmqLVrJENJbEtYbrZaottezi0zFBvCMAwkSUJWhEmLbQu71E4nrika6Upa5EdLwoyl29/tFOfBmCBnVZtVzqwLWU8ymCSiRJjJziAh0RvuZTY1i1/3E/VGCbqDe+wvs9UsyWCStaKQBFm2RcgdoifUQ7VZZTGzeFVilE/3Mbc1R09IMI1bZovbZgr8/NOzXL90eTw8O9rN371tipdvOITpEt7uHdtR2dohtRkmlmSxVdpiKDaELMs022Jv73f7QfdQPn6cL2Yv8cIdh9AVHTOX4cdf2uKux+dIbJX4lW9t8I8e3+CxqQifuS3J7E6Xats26/l1koEkPaEeSvUSLtWFW3NTb4mDyzWpFr/4359gaKuKKcGXr4vzhZu6mEt66A31EvFF0BSN5dwypUqeGxLHaVVLmKqCoang0nBrbof5H/aFUWUJs2IS1IJ4XV6apjh0tcyW41G+kl1hJjVDIZRk/hdu4lM/Nca1T05z/xMpxlN1HvqTaT51Rw8P3NHDVnmLgC0+aprqZeuJgB64qklJzBejL9JH22hTaYn3ZDg2zGx6lqnkFD7dx/mN8/s+9lD8EBfTF8lWs4Q8ITRVQ1EUNoubJIIJNNVF+yrRtMvZZXrDvazkVnCrbgYiA0ynpvf92ddCp2CfWT8jIlyTk5QaJVbyKwxHRXLZLckR4Dwu47UJfLOpWTF52Jrb17BltHuUT973yYPi/SOIgwL+JkelUeHhlx529L6qrLJeWCceiGNaJsd6jzkGKJqiMRgbRFd1Gq0GTbNJ22w74/WgN4jf8lOqlQh4xIerS3OxnF1mIDbg7LY7BhmqoooOaicgBUT3GPaEnWAKXdMJuIUtaseZbSG3exSZKqVIBBOiMCLj03wc7TnKen6dkCeEjY1X84rwFFkUAAnJ8RGfSc2ADYe6Djnfm0hOADC9Ob1HYqMoYmwb8oQwU5v8yl+e5u3nBFms5pL5+skoX7qxi/mkF9sukaik6I/0C4/qVg235qbcKuNVvSiqgmEIvW7IExK2tJqI3Ozs+iVJ4kT/CVqG8JBvBXz89dtGePLHr2XglXne8s2XuH2mwI+dy/P2C3kefGuSP3tbD93xAfH6JeFf38khD+gBrume5F1feJq7vzWPYsN6IsADH7mN55IyGwXBaN8sCSczx+hGlmi5NUq2tqMptskWN4n7xb1i24KwqKs6Q5Ehqu0q+XreSbLLVXMO56A/0k/DaBD3xzm3cY6J5AQP39jF109G+dVH13n/s9v88uOb3Dld4DfvHSbAjp+6drkCRbyRfVcfA5EBJ0O9w8a2bRtN1gi5Q7y8+jLXDFyDpmh7lAm6Kox/xrrH2ChsiLxyzUupXuLTDy7TaM9yYkkcJv/bp0RX2+nEJUliIDrAUmbJybkvN8qCIPYG4rZVWWUiOcHptdPCra3nKLVWjcXtRUYSI8yn5xntHuXC4gUA3N+jgAPMpecYSYywsL2wi3E+nhg/KN4/wjgo4G9yfOWVr1Br1RhPjItIQl8XmqLRHehmJbfCkfgRNFXDjRvbddlaNVvJkq1lGekaEd3wxhnaZpvB6KCwYd0hps2mZqm2qmiqRl+4j2w1S0APOHpyWdpxbEN4ZJuWCbLwOgexW8aCo71HRaqVZe4pqG7V7ei5eyO9nN88T1+4j2Q46fhyK5LieE6DkJBlq1n8up9KswISLGUEuznuj5MMJmmbbUYTo7hVN4V6geXsskj/UoV07YbnL/Ghzz1PqNqi6pL507f38pXr4lTdl/eykiSRrqSdYBiX4nKcyBRJcbKaYSf4xbCwZaF9L9aL+Fw+4oG44AnsJGi5PGItYQHnp5I8HD1MstTmA0+meP+z23z4Oynetdjkz36xl8UhcX0q1QqaoqGpGv5zM/yzB19icKuCJUn8z3dN8Xu3hUgmIhQyyyRDSWK+GJVGZY9vvGmZZKoZEsEEjXYDGVlkgWvCB30lt0K9Ved433En/QxbpNvV23V8Lh99kT5M03QOLCDWGwB1XeE//9Qg35qK8OtfueR046m4HwD7ikro031sV7ad/9dkjZAnJDwDLEOoHzQPBQqMJkY5t3mOscQY6XKa5ewyUz1Te9K/DsVF3GjLFElvi+lFxnvG0RQN0zKvvnO34XDXYRa2F5AlmameKV5aeUlkxHePsJRdIuQOEfVFWcmt0DL37+AlSeJY3zFeWRHEvBP9J2gaTebSc4z3iFH4kfgR5rfnCcrieUuvk0c8n57nSPwIS9klLNtiLDHGH//CHx8U7x9hHLDQ38QwTIOPffFjrOfWHdc1SZZEIIIhAhEMy6DeqpOv5R3r1KHYENWmcKkq1UtsV7Y52XcSSZIoNorCTtOyiPvjyJLMRnGDrdIWp/pOCc2zKrrwToKYpooPx06e8kZhg7g/jq7q1Ft1DMtgIbPAWGKMUr20R+M6mZzkwqYIhhjtHt1FgJrsmRTEop3x/FpujVw9x/G+45xdP8tYYmyPxrcDXdWZTE4KBny7JsJAbJPNi6f5l3+1zDvOC3Lac4cD/Na7h9iM6Pv+HhBkMk3VRMAJNq12C0VWWC+u41JcpMtpBqODeDSPEwSja4Itf27jHCFviJBbFLxCrUDEJ9za5rZENGfH4nb84jYffOA79KYrmLLEX71rim+++0aqihg1X3thi3/yiW/haptsJIP8tw/exPxIF3OpOSaTk8iyTKFeYL0gnldADxDxRbi4ddGx/5xOTTMQGRBZ7pZNsVnEssQaoDP6bRpNMpUM2WqWqDdKV6CLaquKZVkEPUHytTxbpS1s2ybijZCv5ekKdO0yY/E0Tacb7+DX7x3mG9cIF75TA6dQJEXYuVoGzba4Z3PVnHMAsyyLptncpf0+2nMUl+pibmuO3nCvc7+4FBeHuw7j1ty8svoKtm1zsv8k5zbOMdU7hWEYlJtl/u1/fQyAf/fP72I1v4pt24wlxriYvoiEtCsWtPM7OuoIuHyY2QP7ciqZjc2J/hO0zTbTm9MOGW0oNsR6fh3DMugutvj675wlHdD4B//yxFXvvVfjUPwQHs3DJ37uEwcOaz8COGCh/5Di0QuP8tT8U4x2j1JtVZ2oyJVn38orX3k/1WwMfyzLNfc8zKG3PE21WSXijTij0lQhRaVV4VD8ELlqDlVR8bq82JrovjtsXK/LS9wfp2E28Ot+DNtgcXtRaLXBMTpJF4Vj23ZlJ7REsvHqXsf0wrbtPcVbQuzJJUlCV/VdH9QgOsaz62fp8nfh030cih+i8sTdfOH33k8tF+NseIsjP/EpvFNf2XN9mobQVedreYLuIC7NxaFnL/CHn54mWGlS11Ueuuc4fzolwVViIDupVC8Wk/hiWa6950uMv/VFbGxqrRpxf5zZ1Cz9kX6KtSKhWEgExDx1PS9/+X0770GOa+75IpGbn8IwDWL+mLMrH0+M41JcLGWX8Lq8PJq7h//c/AS/zif4NesPePc3znPypSX+n1+5k0MbFX75U0+gmjbfuXWEz9x3A3g8+BUV9/KHeeT33kc1F8UbzXL9ex4hed1jLGwvEPaFGY4Ps1ncdDrHkCfkpMfpLh23y02Xv0tkj7dbwjktNoSqqI5UsNwoC/Z0cePy+ydJJIIJCvUCyaDo/DvyQFc4ylc/MsXsW9b5V5/4Dqpp88EnUzx+NEzDpWDbNi+tveSMhHtCPYQ8IcE4bzcZjg3TltosbS2RO/Pjji57Npbn+Ls/z8jNTdYKayJLvN3kcNdh5tPzDMYGnee2ml9lMjlJo9VAURTWC+t4XF7qLeEz7tN99If7heeBbXNq8BSvrFzu6iVJ4sz6GY71HsOyLOrt+lWliycGTnB+Q6SSHes9hmmZTG9OM54YZ3pzmr5wH5uFTWfvr++MzlvqG5jPI5zc/vBn//CgeB/goIC/WdGxTe34JHt1kRQ1/90befahDzlBIZVsnKcf/BCyLDN44xO0zTYystASxwaxbMEan85Nc6z3GDbCh/pw/LATSBHxCiLUSm6FptHkVP8pBiIDFOoFbNtms7hJ02jSF+5zPvhaRsshu/lcPhKBhDNu7SDsDdMX6uPcxjkkSWIoNrSrm456o87+3uPysFXaYnX2dp576MOYO6+vVehh7uF/wUC7vivuEXDGpplKBo/mYeSb3+XX/uIMimVzfiLJv7t7mGpfF3Gzta+N56tTqarZOE8/+IvIsszQTU+JXO+dOM2AW8iFJCQuPn0jzzx4/xXvQYynH/xFAIZuesph56OBYYi4zMHoIIvPvIWnPv0BjJbOx/g9HuE9PMAvMrY1z8f/wzdxt0xk4BvvOsojP3MzSDaFeoHMKz/Gdx/8kHNNarkunvrMh7jRbHPiNh/VZtWxUzUtE7fmJlPJ0B3oJuKLIEkS81vzjCZGBVdC1bBsi3qzTrlR/p4SvVpbfD9XzaEoCuOJcWci02g3+Fqsys0TId55vsBIusEfPDTPP/2A+FsRT4RcTYzfg+4gqqwyGB1kJbvCRnGDnnAP8uIvsPzVf+y8D5VsjGcf/AjVZpXQ8UsMRwUrfSW3wlhijAubF5zn5tf9mLbJ/PY8cX8cgF/68CiqrFLZec87xftk/0lOr57ed9/d2fNji8PPq1cTx/uOM5uaxbAMJpITWJbFdGraCVhJBBMUaoVdo/cOM7/uem0p3ZU4YJsf4EocpJG9SfH8peeZ25rjSNcRETxhGSjy/ilfZkvnxYfvoVQvObafiiQ6oFqrRttqMxQbAsTB4FDsEBISbs2NjOyQ44bjw1wzcI2QlykuljJLlBolhuPD9ARF9zSzOcNkYpKgN4iMyAn3aB6nswLRdU8lp+gN9Tr50wC15u5C0RXoch4zn56nN9TLy4+81ylUV76+zb/91T3XaCgqOkif7uOnnljmY589jWLZPHB7kl/54AjykcNEvBHi/vi+iU77pVKZLZ0XHr4Xl+LC4/JgW+JxbaPthH4898W7930PXnj4XpHYBs77BUIjb5omLzx8z67HPcVbOcVpXpRP4t0p3t++9TAP3D2ByU6wiuLmxYffs+81OfvVnwOE1/vJ/pMEPAFivhhhTxhFFmuQYl3IxQ7FDzkkvXMb5zi9dvqyU9n3wGp2laM9R2mZwk613Cgzn55nbmuO5dwyNjavDAsiY12Tue5Shf/8+QVatQp+t5+YL8ZEcoKt4hYL2wvoqs7JgZPCZtUwuPC1X9gn3c3Nwjc+zEBkgOXcMmPdY7SMFg3jslpBlVWaRlP4rksSmUqGvkgfjXaD3vDu5LYT/Se4kLrwmpneM6kZVEUl7AnTFbjsdT/VM8XC9gJNo8lI1wi6qjO7NctQbIiF9AIxX4x6u+4cdDoYS4lOfqnLzevBVM/UQfE+wC4cFPA3KT77zGcdZnK9VadttGmZLSrZ/SMDK9kYUX8Ul+rCloX7GpJghjfbTXwun5BJ7YSSdLrXeqsONnhUD41Wg1wlh6wIe9Tr+q8j5ouxlFlis7TJamGVI91HxGNN0YG1LeHY1jGUGe0e5dTAKS7lLnExfdFhscd9cWRZZqRrBFVRnejTzvi9Yy1au0qKWbOwOxjFpbiwbZvl7DIfPd3kI38pDEt+/119/NE7+6gZdWa3ZplOTeNSXZzoP7EnjvNqqVTVbAzbtslWshQaBbAhWxNmM+fWz1HPx/d9XD3fhS3ZmAgylYy4Pv2RfjRVo5rd+9pu5DmOWpeNPG5+7hLHl0qOK54iK/s+TrznEbZKW8iSOEiliils23bc3yzbwu/2Y1kWM1sznN88z2Jm8fXlT18JCc5vnqdttslUMmLE/qou9sKONG4rqJH3qtx6scSv/PkzRPUwyVCSmdQM0UDUMQmSEVa9LaN11fe8mo2xXd4WyoZtwbFY3Ba6cNu2ORQ/RLqcptwoM9I1AgjzF4CLWxeJesW/lameKZHpbX7v172QWcCyLXwuH4PRQcYT46zl16i1RJZA02iKjPhwD2v5NSElhD32rwATG6KgT/d593zv1Tjed/ygeB9gDw4K+JsQC+kFnl54WowacytI0k63LMn4Ytl9H+OPZR1bU1VS8ege4aQmycLQRZKQJdkJImmaTRRFwefxCca0ZQk7SbdPaJw9fiwsfLqP8cQ4J/pO0BPo4VLmEmc2zrCQWaBhNISf+E7H3jECMS2TttnmcPwwZ9bOMNI9QjwQZzm7LP6upHDt4LWOQUwH25Vt/LH9QyRcod2pZF2BLpDg/gWZD3zuWQB++6cH+exbk7t+zqN5OLt2lrPrZ1Fk0akeih8Ce+/v7MAXzWJbYnWwUdgQvtvuELZtc+3gtXij+78H3mhGZHAbBtVmVRjJuASxzsbe895FyfJ5fhY3TR67c5wnbx3B3bb455/8NoMrWSdK0h/LXeXvCR30YmYRVVVJBBMsZZbYKGyQq+UoNUrMpGYcK9e/LxIBEbe5H+aSXkwJ+vNNPnbfESq6zB0vb/K2xy7QNtqMd48T0AMc7z+OIimcWT+Drul4XB48kf1TyrzRDBFvhL5wH22zvav7nkhO7CJDluolbNt2srZtbGIBcTCoNquvO9MbYDW/SqPdwKt52a5sizS/SL9zgIn6omxXtsWURvM4K4JXY3JDkOKme1+7gJ/oP8En7/ukcxg4wAE6OCjgb0J87tnPAeBSXcT9caHz3fkwv/49j6C4dpueSFqdkX/w5zTbTRqthmCjG00M2yCoBwV73BISL69L7NIN08C2bGzLpmW1QIam2RSFWBL627bZRrZlVEl1CHCTPZNcN3gdveFeljPLXExfZDm3TK1dE/pzQ5CJDscPiyzvnaxqy7LoCfWwmltlMDpIrV3bkwmtKion7/kCiqu55/X1vvOTu74W1IPcPFfkIw88CcAfvKuPh2/cG/HZF+lzitdqfpXTa6epNCoc6zvGde99BFnbTVhSXE1ueO+XUVVVhGtYgpTm1tw0jSYWFqfu+QKy1tjzuBN3f16QxAwh5bNsC03R0BUdRVa48T1f2fXa/pB/SpItXk4c4fP3v5X/dv8NvHD9MN56m1/7nb+hO1PB4/Jw7O6/2Pfv9bzjE8iSzHhinGqzylZ5i65AlxPgspJZYTA6yHJ22Qlw+fugZbYcnf6r0XTJLHW5US2wZPjNe4cBeO+XXqQv10DakVSt5daot+tM9U5hmib5Wp4b3/eVPfe04moy8g/+nNX8Kqv5VUa7R53ue6x7bE8QSCdtz7ZtuvziPpjfmqcr0PV9vXZN0Sg3yw5j3rRMIRvUfVSaFWzLJuwNX9UZUDFtRndG6DM9Vy/gpwZO8cmf+yQ+3feGn+MBfvhxUMDfZMiUM3z97NcFK7zVcCRMndzl8Vtf5KYPfApXaBOw8Ea3eesHP8M1d07jUlz43X5URUVXRfpYyxQ7cZcmOmQk4U/tUlwU6gUs23JynWVJpmW0qBvig8e0zR1DEMlxbrOxMW2TerPOodghxhPj9IX6WC+sc3rtNBuFDeqtOqqsCl226sayLJZzyw5DvVQvYRqmE+nZwVB0iIEbvsOtH/w0vlgGsHBHthi6+9/tIbB1txXu/9NvoVrw57cleehVnXcH9dZeRvF2ZZtzG+dwjX+Rt37wQedv+WNZbrn/z+m/4TuOKQuI6YSu6Ph1Ebs5fuuL3Hz/p/DHMoCNL5rhlvv/nNFbn0eVVBRV4fz6eVpmi3qrjqIoSEgcvuUZ3vKBB/BFM9zNl/l5/oK66uIvfu0EkqIgqSr/9QPXcGaqh2C5wX1/8iim0Wb0lue56f5P4YuK5+mLZrjxF/6MO35CSMmKzSKFWoGQO+QYtQAYtuHsiQciA9/3PdnBen79Nb3Np/tEEZrcqPHtqQh/czyC3jL46Ke/i1t2iemQoorruCNPlJEZuvEpxt/zu/hj2Z33IcO19/0xY7c8z0B0gGa76ZDDor7oHiWD1yXCYdya2DVfTF8k6otiYxN0B1lIL5AM7n9/7IeeYA+2bVOsFwV/Apt6uy4yA8w29XadZCi5i63/ahxO19ENm9WoTsWz/wHi2sFr+cOf/UNBUD3AAfbBAQv9TYa/fOEvMSyDnlAPtmWTq+fw634n0tO0TCZvfZnG0AOMdI8Q8oSQkGgaYnRu27azn5ZkCdmWMSzD2YV3xtayIouxMDbtdhtbEslimqyhu3RM00SVhBObZVtosubYqmKL+MS22cZoG2iaxkB0AF3RaZkt1vJrhLwhMQWwDMLesMN8Xsmt0BXscvzXrxztuhQX05vTqMNL/NS/fxyvy4umapzfOE/jiglod6Cb9z34BLGKwYvDfv7ort5XX0ZAeK6v5lav6rJlWAajtzxDffhTHO87TqPdYHZrlpW8kB41jSbYwqym3qoT8ATIlrIkAgkGbniCwzc/gyzJjm+8KrscI52pvilciouFjGD8y5IIlBl/64tMHf0W//E3/hrK8MX3naDSl6DdbrJZ2CTgDvAnv3wbv/1vvsbR+Sxvf2yGr942wNANTzJw/XeEu9zOSN6yxGEqX8kLqWAtJxj/SPh0wU7XFI2AJ4Ama3/ve7NttYl4I1eNB53u9fLTL2eZXBe73//yk4PcsFhmfDbF7Y+e5c9OifAcwzbIVDIU6gVGukZYL65zw10Sx27/J5iWKTgS2MynF4n6ovSGe/G4PHQHugm4A46pDAgvgLAnjGWLQyIIHX/MFyNXzYniHUqKydPrQJe/C13TcSkuyo0yqqw6KyG36iZXzXEofmhfj/YrMdnZf19lfH7D8A387vt/F4/Ls+/3D3AAOOjA31SoNWs8/OLDgChuhm0Qcoc4HL8czyjLMshwOH5YfHBZlijM0mX7U8M2MEyDdDntdMuSJImEMVUFWcibDMsQHaOiOJaghUaBdruNaZpO6AmIbrxTrDqxn02jiSRLNI2m8AC3RPDJUGQIwzRoGk1My+SF5Rco1op4NA9H4kecvPGpninn93dIdkiisM5vz3Nm/YzjE32i/wSHY4dRZZV3zla4+dlFGi6Fj98zjC3vX6F7Q737Fu+AO8Cx3mO4FBf5ah7LtmgZLedDudqsMpuaJV/Lc7TvKG7NLfy2ZYWIJ8J2eRu3Jiw8XZoLCcnRDp/fPI9pmGiyhmmbJINJcYCSZZGxLivc//kXiJSbzIwn+Zs7jjhxmX7dT8gToub38Be/eBsA7/vSCwzm27hUFz7dR9MU77WEcLCrtqr0hntZz6/TMlrEfDGO9R1jICw67tX8KpVGhbXC2p6Eru8HtVbN6fBfjTMDogO/da6IZlgUfSq//Q+FZvv9j7zM9UaEhtEgXU6L2M3oIG2rTa1Zc8iVsUCMWqtGq91iKDZEvpYn6ouKFUywh4X05bWLLMkkAgmaRpNys0yj3SARTJAMJplPzxP3xUECj8vDYmbR8ca/GsKesOM+t1HcIOAJIEsypUaJgB4gU8lwpPvI9yzeAHdOC3vbswN7R+M3HbqJ3/uZ3zso3gf4njgo4G8i/NWZv6LUED7OmqLhUlyYlkmumqNltsTe2hadsm0LN7Z6qy66bUlCkiRqzRq2KTrCRCCBKqt4dS+mZWJaJrVm7fL4UpKpGTWnw8aGgEvIgTrfl2VZeItLYm+uoFCsFXc6ThXZFlppSZKcUI18I892eZuwN8zxvuOMJcbQVI3Tq6e5sHkBj+bBxuZS5hI+lyDJjXaPOoz0KxFwB3ApLi5lLlFqlrg+cIgPffY5AL5w7zVsRK8u0ak0K3u+NtI1giZrnNs4R6lRotqq0hkCXOm7nQgmSIaSuGSXKLCm0NObtkk8EN+xShWHp0a7IaRbksKJ/hNOsQdhJ2rbtghrkeHkyyvc+twyTZfCgx+9A03VRbfcqiLLMqYpWPvPnezj2ZuPoLdMPvzAU7gkVRyoLNEJ27YtRseaB6/L60jyekI9Dg+iO9CNX/dzOH6YvnAf/eH+7+/GvAIbhQ1HkvhqzPR6mUt4iFUN3n5BFLBvT0X49rU9uFsmv/TZ59EUlUQggWEbaLK4x8LeMNmqYPk3Wg26g920rTa6qhPzxUiX0jSNpoj7vOIMMto9SrFRxLAEabA31Eu+midTyeDTfY4b3lJmif5Iv+BkXAUSkuMOt1XeIuQJoUgK2+VtuoPdbBY3GU+OM5+ev+rv6KAn3+Stc0VaisQ3Tu5Wjdxy5BZ+9/2/64z7D3CA18JBAX+TwLRMh7wGogvVFA1d1Ql6glSbVRRZESxn0yDqi6IrOl7dK0IfrDaKpIjOcOdrpm0iITkMdFmSBbnKupy6pauiczZskUKmqqrTZUtIYIMqqWiSyBVvG20ivohzCOiM7BVJIV1OU6wXifliGJZBMpgUcafpi6zkVgh5Q4wlxmhbbWZSM5iYDEQGqDarWLZF2BN2zGUGo4Oc7D9JrVXj+eXnOdJ1hEwlw888+CSRcpMXh/08eucYE8kJQp69jlVhT3hf7XfDaOxiDRdqBU72nxTRpzuhLABhX5jZ1Cy1do2oL0rTajoFXpM1IddNyvQCAAAgAElEQVSzBQlQ13Rs2xYrhSsmD6qsOgEttWYN0zC562vCKvhL7z7FSkgV3u2Km4g34uSvdw5kn/nZ6ygF3Rydz/D2x6ZFHrss3jfDMqi2qo4UK1sVDPd0OU2+lidVTJGv5UmX06iKysX0xdc9Rr4aAnqAvkifk1K3B5LEl24SBLL3PnfZXvW33tVNxaczOZOib3YNGZmQHsKluJwY2/XCOhfTFzm/eZ6tklAHZCoZksEkqqo6melXQpWFHLJYL9Id6KZQF0YqhmXQH+nn4tZFx9xFQuJS5hL9kb2HmI7VaqlRYru8Tcwbw6N5yFay9Ef6Wc2tMtkzeVVL31fj3uczyDb87bEIBd/l1cWtI7fyO+/7HXTt6pa+BzjAlTgo4G8SPD7zOBuFy6QYseMUFqSGZRDzCW2yLdkOMancLAs70R0PZ9sWj+mMIDvysHqrLnynd3Tg5WbZ+f2WZYnkLxQK9YL4e7bo9OtGnXqrTsto0TSbtAzBVlckhYbRoNasobtEB9l5jrIkOy5WtWaNleyK85qK9SKzW7Oc3zhPzB9jrHuMulFnLb/mmHGMdI1wqv8UhVqB02unKdaLwkksPc+7015ue2GNuibz4EfuYLW0znRqmlK9xHBsmJHuEWfXmwgl2ChuMJmcZDI5SdgbFglohfVd171DyivUCyK+s/8aTvafFJ0wosCHPCFxKLENx/u9bYnr2Vk/KIpCupIWASGqKEzLuWUa7QZto025WabvUpqxxQxVj8bT7ziGpmpUmhW2Kls0jSZ+t9/JdQcoe108+IFbALj3i8/jy5VAwjHoaRqi+3drbsLeMCNdIwTdQZKhJH2RPoZjw4Ao6h1S1htFMphkIjlBb6iXUqPEbGqWC5sX6Av37fvz3zgRpaLLXLNcYSQl9sBFr8oTt48BcNujZ7EkC8MyBEkS4QR45Vh+s7iJS3WRr+XJ1XKs5lZ3ScgA3JqbbDVLpiKkZo12Y5cpTYfoFvaEAbFKGI4PO86GV2KyZ5J8LU+xUSQRTKBrOhe3LtIT7mEpu8R4Ylwk4r0OaIbFu18UsrgvXqGKuH30dv7Le//La04BDnCAV+OggL8J0LFNvRItowWSGOt6NI+zw+54i3dIYW7NjSqrYq8six21LMtiBC7LTpeiyIogsNnC0hJwwlAkWcKWbHwuH7WmKP6KJJjqbt2Nqqii+7ctbNum3CzjUcVzMgyDTDmDaZlIksSp/lMsZ5fpC/eJju8qa9dUMcWZ9TOs5Fa4duhaYv4YkiSxVlij2CgK+c8VOvFys8xPPibGlw/ckaTYG3c6MhubS9lLzKfnUWSFse4xEUqyQ7q7sHmBRCBBvppnPDHufKh3oCkal7KXmEnN8PLay5xePU2qlCLsCZOpZIScboeEprt0sau3hTubKquOaUvYE0ZTNBqtBrV2jW6/GAUX6+L13Pq3Ih/96beO0nSpXNy6iGWKPHVJFge1Kw9Qqqry4rWDvHS8F71l8LYnFkRhq+YJuIXrWtAddO4DXRNMeVUSRimdaUa+lmeqZ8pJhHstaLLGcGyYse4xQp4QqVKKmdQMG8WNXTv0q8me6rrC/zwl9Nfvu6IL/6ub+7AkuP2VFMGKMHOptYVLoCSLe3oyOSkmPrKK3+XHo3nYLGwS8oRYza7uer9ivhipUgq/7nf21Fei0W4wmhhlPj1Pd0CYALXNNiu5FYbjw87PjSXG2Cxu0mg36An1oGs6c1tznBoQ9/Fo9+geydpr4a5zeSI1g9mkx9l/3zl+J//pPf/poHgf4A3joIC/CXB69TTnN87v+lq6nGYlt+JIvyxbdMumKeRXbaONruiCQKbpzgi8aTRZ2l4SJiuWJT4gd/bjbWvHDGMn31uVhb670qg4ed9ulygEtZYgFnWsRDsseFmScWtu2pY4WOiaTsQXcWJHDdsQpiW676oGF1fCtoTj2WxqlqXMktiPmgbz6XlcikvI1MJ99OWanLywSVtT+PL1XawX1vcdnXdIUqZlcqL/BJVGhaM9R4XBSWmDmdQM+VqevnCf87s7crEO4gFxOOgKivCPTsfmUl34XD5h6FHOIMuyo/UGIduyLNGV+3U/Ht2DR/OQCCbw1dvc/rwoQn88KbTxE8kJZEVY2TbaDefAYtuCw2AYBqVGib9+mwiVuf3vZmg1aoS9gnXdYb/X23U2ChvYtk2pUWJ+e55Ss0SulnNG1J3OfT8E3AHGEmMcjh92DkNz6bnX7NgvZS9dtSB9aafz/InTOXw7fuAvaXnOnhjAZdoMffVbrBXW8GgePKoH27YZ6RphrbBGMpRkLDFGpVURBy1JTAE6L0ORFEHaK6w7B5bO+uDVyFfzSJJEQBerkY3CBoe7DjvGQyPdI8yl5nApLvrCfSiSwkxqhuP9x5lOTTMUG3pdO+8r0VkdfPGmLpAk3j7xdv7jvf9RJN0d4ABvEAcysjcBXt19gwiOmEhMUKgXiPliouCqooOWTdkxSJnenKY/0s9iZpGpnikURWEkMeIEi9TbdbEnNVusPHsbL3/5vVSy0Z3krYcZvfU5Edhh2zTbTWxsdEV3Eqo6nbfTge98rdKsoEgKfrefUr2ER/OgIOI3QXRymy++nQtf+3laxQSu0Ba97/zkHj33QHQAt+Z2Dh8Xty8yEBmgN9RL3B9nvbhOrprj/zpdRbbhsVNJhiau48yaSJA6u352z7Xri/Q5B6LxxDir+dVdIROSJDmj9NHu0T0e1hFvhEwlg2RLdAe6HeZ1x9rUpboonf8pHn/kPVSzUXyxHNfd+zAjtwhynWmazrQCROf3tqcX0Vsm01N9RK95C+VGGVkWQTCWZeHVvGLaonpoS23nWoe8If42ucX9wS6G89vkf+levhG6mRvf9xUGbngCt8vt5Gx3XPf8uh9d1VnKLDEQHRAHwVfJyJKhJGFPWKSPFTb2tQJ9LbTN9r5Rr9nT7+Lso/8nj3Mfb2t9m5/7opv//gHBDfjOO45y8vQq73khw+feusFmcRNFVhiKDRHQA7SMFoPRQUzLJF1K0zAaRL1REcOaGBfcDNMQznOySpe/i7X82lWfY6aaYbR71Ikl3SxuUm/V2SxuIkuyMBKSIOaPYdoms6lZpnqmhC9/uJeV7MobcrC7babAydUqFV3mb05E+bGpH+Pjd3/8f4uJzgF+NHHQgf+AY3FrkdXc6uVO6QrMpeeEsUq7jm3ZGIYhUqAkWeytZeF4tri96NhHejUvhmHQNtu8svoKs6lZ6u06F544xdMPfohKNgZIInnrMx9k9qnrcakuIePZGQd38ps7BejKLhTE6Njr8uJxeWi327g1txi9my3S5TSH44dZevYWzv7lr9Iq9gAyrWIPy1/9N2RPv2vXawx5Qns6qNX8KqZlUm1VyVVyHPH18q5nRcF96JSfXCXHqf5TpIvpfb2jO0Eux/qOsZJbody8enHqjLx3Yeet8OgeugJdouu22tQNYUm69OxbeOozH6KajQMy1Wycpz7zIZa++xY0SdjJ2rYtgmJsaLWbvO0xsUP9m9uFJtzn9qEpmrNP7+yA27YITdFUDbfLTaPVwFq4jz+o/AsA/gl/TKvYw3cf/DArz92GZQnpnV/3O3t7VVadWNPOuqRpiGjTse4xgp4gqaIYjTfaDSaSE45v+BtBsVbcdV900t1axR7+Fb+Nicw/mnuOgceOAfDiRJzNqJv+fIu3zIuRt2mZLG4vYlomfeE+ZEmm0qjQMBoMx4aJB+JUW1XS5TRzqTkWM4tISPRH+l+zeHewVdoi7A07rO9OMpyNjW3bjCfGxcFx6yKjiVGmN6eJ++Os5decHf3rQbBm8K+/KnTof/r2Xu685if5rXf/1kHxPsDfCwcF/AccDz77IKliiiNdRzjWe4yIN+J8r9OFpYopVFXFrbpxqS5H1mUj7FH7I/30hftY3F6k1qyhqUImZe/859bczP31h/YmWrXdvPTwexyGu9vtdjoOGdkp3KV6ibXCmgg/adad8bwiK2I3L6uEvKFdGcsvPnzvnr9ntz2kH/s1ZzfbIRR1mMJXIl1Js5YXI9WJJ88SqLZYGAjTvO6k0KvXCsQDcUbiI4x1jzmyrbAnTLlR5uTASc6vn79qtjOI4AvTMvHruz2oM+UMAT1AvXmZsFZulB1S4PNffPe+6WDPPfxuJEWsKl5Ze0VMPxSFkVSdnlSRQsjD3I3jNNoN1nPryDv/SUi0zBZul9vZq9umkAl6dS8vPvIePm19lBoefoxHGWUOs6Xzylfeh0t1OQcvVVadg1SxUURVVCFf27nWSOJQWKqXSAaTjHSNUKgXmN2aJVfNMRgddIhvrwdb5a1dZLYr092e5Wb+Kx9DweK3/+4pXG2L7VqOv7tzHBC7YhCmPOOJcUr1El6Xl6XMknMfVZoVGu0GF9MXydfyjCfHsW2bI91H9rixXQ2lRolEMMHi9iLjiXEmkhOOg9pYYox6u85KboXD8cMsbAvTl0wl84YDXz729VXiFYNXBn0UP/pBPn73x1/Tte4AB3g9ODj+/QBjIb3AN89/k+HoMBe3RTCDR/Uw1TPlBJOYlonklXhp9SUGIgNkKhnq7bozEu0OdtMd7KbRajDZM4lkSZzdPEtADzid59zWHNXc/h1WPR9HVVSaZhPJkLCw8KgeUsUUiUiCal0EQeTreeL+uAg5sXYMXizEft6yQBbdrM/lQ7Ilarn9E7tquZgIE0HslMuNstgh2+whvHVczd73vGD1fu7aIPPbC2DD0b6jYk9sGSxtL9EX7iPsDYMtPrTPrJ35nte/L9KHW3PzyuorTtEIe8Lka3lGu0ZFN9isEHQHURCHpqbRvGoiXDUbc7T6IJ5HxBfh0LLgAsyP91AxG9iIQ4uF4DVoqoZkSZimyPI2LeG0VqwJjXMj300Dib/gPj7Kp/jH/Akf43epZkW6l2maaJom+AeSMOTRZE0QGHWNZDCJLdnUmjUGo4PIkry3AEqI4BwkjnQd2eNTfzVcSWZ7dbrbb/B/8w/5GhPWLL/0eIJPvFNi8egQPHKaU1sGQ7EhPKqHQr1AvVXHpbmoNCvChdC2xSHtisNdZ4owl359ci4AbNHld0xhQCTjdQe7wQa/S5jnpEtpRrpGqLVqRLwRx1rYwnKkmJ17tPP/tm0jIXHDuRQ/eTpHU5N5+Td/ld9498ev6hl/gAO8ERzcRT/A+OyznxWEGtXlEG3qRp0Lmxc4t36OttlGUzRSxRR9kT48Lo/jJtW22rStNj7d5zDVbdum0CgwkZjYNTZWZOWqCVqu0BYXNi84euWt0hYtq0VXqEuYtGg6cV+cuC/OdGqahtFwOvuW1UJBcYIqNgobTPZM4nf70cP7M571cJrZrVlhymELyZBlWxztPSpGub7dxbG4vsSx1QotTeHC7SdQJZXeSC/nN84zvTnNan6Vid4Jwt4whmk4XdtkcnJfktuV8Lq8ZCtZrhm8hsnEJB7N4+RAu11udFUXEw9Zwef2oWs6uqbji+5PzvNFs4LsJ2uMJ8cJucXfH7okiE0X+4MosoImaYJt3jZIlVIUagUMDIdcWG1VMUzDMRfxRMTjH+DDAPwE3xB/L5bDtEzcLrfDefC7hM+4qqjMb8/zytor4jrYsJZfY7u8/Zrdq43N4vbivnrp/XAlme3V6W4NPHyIT2Mi84Ent7irFGCx148pS/RtFgm0ZaZT01i2RU+4h1qzxnhiHJfqwq25d61xQp4QlzKXdrkDvh6MJ8dZ2F6gbbZJl9Oky2k8Lg+1Zs1hwk9vTjvkx/XCukihK244aXTrhXXW8musFdZYy6+xml9lJbfCan6V/MYiH/2c0Pb/3f0/xgc/+O8PivcB/rfh4E76AUW2kuXJi08y2j1Ky2xxpOvIbqtLSYQynNs4R8QXodvf7dhNXolyveyMtZtGE1mWOb95nkOxQ8R9cQYiA/h1P91v//2rpnxJkpDxWFhiJLojkSq3xNi4aTYJeUIc6z2G2TYv27fKKiYmtmWzUdhgq7wlCFyWxaEf/7M9SV+SVqfnrk8AoisybcGoX9he4PzmeVZyK8T9cf5f9t48PrK7PPP9nrX2KlWVpCptLbVaW+9ubGzAEMCBQAgBmyUmJGELYSaZbORmMkO4mSRkz0xuSG5uSEIgYXWCF2y2G5Ow2GBsvPbeUqsX7VWSSqXaq84+f/xUp1vd6nabzeYzemx/3FKdrU6drvf3vu/zPs/e3r2MdY8R0kLcsC4e4dmBJEosTiKc2DQvv95YR5M1jiwcYbG8SCwUIxQIMZmfpNwoM9w5zGj3qM8Ub6Nt3OLi+mXr8cy4zwSXkFAUhXK97EvHtnkCN77p3svuZdvFzJNEW0NGiLHois6OWVFBmN8l7DgN10BTNSzPIhFK+AIrhmX4bP+m1SQRTlA1qhx6w50ousETXI+JxjhTJLQCh267UwRuT/T92xKr7UrGQHKAvT17fclOD++aAnO77XItsBzLL7v3vvJvkC75zB/TruOO/begePCrn3wK3ZM4nwkje9A3J0hmHaEOVmurLJWWOLt61je5OThwkIgeEYuxYAJN0YS2/TWizSvZ27vXN9IZSA0IZnooRtNqcnb1rJDKlbXLWPdPS2DzPP775+foqlrM7xnkFR/63Hbw3sb3FNsl9OcoPvP4Z1hvrPtlvYAa4HkDz6PcLDO/Pr/Jqet84TwSEnt79opM7SLkKjnGM+NCoc2z0WWdvT17hamFJOHWhBhM+uD94MHq199LfS21iRUuIfnKYpIs+UFMcRXfClRXdRRJoepUUVSFkB7yNb5VRSWkh0iFU7TsFrZr8/xXTiNLf8nM/b9Ao5i+jIW+q1MsWMYyY0yvTPviJG1Wc1esi9HuUa5/7LC4BzuSW87jjmZG8RBkJFmWmcxPClGUQJS+jj5KzRLLlWVfh73d89yR2oHt2DSNJt2RbqpmlUKpgCqr6IruL4bi4Ti1Vg1N0dAUkTn33vB1nm81OXrfW2gUO31Gvzp+F/myLnyzZUW4WNUr7JgXn/HCkJhHbvfeI4GIX4ptWcJ5znLE2F8inGBubY5EKMH4zU8gSRJHPns7x9b2cz1P8o5X/zmTe47i0S106S2h/uZKQvI1oAYwHANN1oQjmqyws3PnNauAtccHL4YsyT5p7mK0yWztzzb3H7+CUcps3Je7uHdC50V/FmQ4X+FX/vorLAykGcnVGVkoM7VLCBRlYhn6E/2+g9pY9xhH5o+wI7WDueIcg6lB+pJ919z7BhGAW3aLxdVFPM+jJ96DgkJMj2HZFucL58UkRSDqB/hL97/ywT1+9f5FXnVsHSug0Xf3vyFr26Ni2/jeYjuAPwfRslrc9cRdm35n2AZzxTnCehjHcxjuHEaRFeaKcxi2GO86njvO/r79lx2vXUI3LZNAKOArUrUNStpIX3c/4y9+Asd1/IWDhMTe3r3MFefoCHXQEe7w56I9z0NTNSZXJmmYDfb17kOVVUzLxPVEUG8YDaJ6lGKjyGB6kGK9yML6AqPdo9z0ijPsfskvYruiVGw7YvExlB7yM+LV6uqW88mr1VVWq6u8Z0aU/h9OmpdtA4J9bZgiYFuu5S98akbND/jZeFaIgZTmqRt1OqOdJIIJKq0K/al+Wk6Ls6tnGeoc4vzqeXZ17cJDjNW1meSO5+DZHsVGkWQoyd6XHGHsxY/7QRdAlQc5lT9FJp5hammK4a5hRlZb6JbDcneMckBC25C1rdk1wqoQunE8R8iKShKKpNAwGz7Tuj2SNnHzk4zf/ATVf6rCg3Bj6GvkwsO+TK6u6tiO7SuzWfbGKJrsMbU8xXhmnPOF82L2X1aflqR1cak6FoixIy3Gu2xHGM1cjOXqMjtSOwioAXbechrlFb9OJBAhV8qxUlthpgm//nMjfOTDU+yezBPIir75yFxZuKu5Dmu1NQzbIKgJWdl2QG0Y4lluv89ngt5EL7lSDtu16Yx2oqu6//drZm0Gx3XIJrJXZrNfJX6/88E8b3toGUeRUe+5F2li4hld2za2cS3Yruc8B/GFI18gHowzlhkjrF3Qpy42ikIdbWPWdXplGtu1fWWssB7mzMqZy2QszxfOi37hBiv9dP7KJJ9CrUBvotcn4Fw3cB2zxVnKzTKzxVkhCyoreJKHZVs8PvM4dbNOIpzAtE3OFs6yVFnCdV2f4Xy+eJ6h9BDlRtkvcU6vTGN7Nh2hDnKlHDvTgrg2nhlHlkTvs818vhp2zooAfiVbRtsRzmtt7fitkK/kmVqeomk22dm5k3goztGlo+K+2bYf1FRJaG7Hg3G/BxvUg5xbOydIYYpKZ7QTRVaom3WCahDDEguGNodgPDPO8cXj7O7ZjaIo9J0VfeHZwbTPSm5YDRLBBLlKDtdxCaqiXF1qlshX8hRqBb8KoqqqT2ZzXZe5jSx+YGaF5coylaYQbqm1ar60qiZrqOqGJ7yksLdnr7+wsV2bwdTWZiQXw/M8ejt6Odh/kMH0IAE1QFANbmLse54oybcNYizHYrW2SqVVodqqslJb8Vsy2q4x/uy9P0o1ojOcF9K/QzMFji8e5/jScXKVHC27xVJ5yR9jVGWVQk20H1RZ3WQ283TojnVTapTojnUzlhkjFU4RCwmeyUJpgabVpC/Zd9VRtC2FbzyPd309x3/5jyU8SUL+1KeRXvOaa76ubWzjmWA7A3+OwXVd7n7ybsJ6mOXKMi27xc7OnWL+2rF9RbQ2HNfxy4YSEjvSO0gGk1i2xUptBYDOaCcBNYAsyZQapSvKl7ZxMn+SA30HhJKY6xLVo1RbVTzP8x2tVqur5Mo5P4PPxrKs1gSZqmE2fCbw7m6hI50MJwnpoU0Z/8ncSUa6RtjXt4+G2WB/335KjRLz6yLI58o5gmqQka6Ry7I6gKyjkynUaakS57u2tl7UFZ26V0dGGK0Mdw5f0e7R9VzOF84Dwr60L9lH3apTKIpebHu8qGpUiegRmlaTgBrwmdttX3VFUag0KwS0wAUWuSdhOZaYJ+4eFez1UJzOoghWKz2C2Vxr1YgGo9iuTXe829c+V2RhStIZ7fRduqrNKrqmk4gkcB0xkTC7U7Cyd82XSYaTdIQ6/Iw7okfQwzoODo7t+C5xuqIjBSViwZgYh5NEObzNu9gkxuLBzs6dRAIRHM+hZbbEgqVVx/ZswnqY4fQwmqrRslrEAjE/c5YkoU2gKzqnV07Tn+ynI9hBzagxW5xlVgPlV17M7/zVN4g2LXryFfSWSTOg+M9xviwy7/Z5+5P9zKzN+JyFa0EqnKJpNomH4jQsQVaL6mJOfrW2SqVZEWNjhSsz7S+tXm38kl+9f5G3PbSMJ0nw4Q8j3X77NV3TNrbxnWA7A3+O4RvT32B6ZZqp5SlKjRLZRJaAGqBYK7JUWkJTNPb07Nly9e/hMbs2y+HFw2IuNjPO7uxu+jpEb9B2bT84Xg0ygozVNJtoikZntJMDfQfY17uPRCiBYRosly8wittjY1vZcyqq+PJVZMV3kboYs8VZCjUxV61KKnPFuU2vn187jyILecxL8YKKyEwXdqTZPbCfTCxz2TYncyeJBWJYrgUSdIQ7rsl1q27WOb18WgShYIywHvZJTI7rIMsyxVoRRVKIB+OijbHRUrAci45wB4qiENQ3VOQcQ5iX2CLwJMIJXFyCG1ogpi6y+7Ae9lsJjuugKiqWazG/Pk9XrEuIh3giU66ZNd+aVJEVZEnmSMLBVmSy+TJRE1/vvtws40keiqSgoNC0mv6Yneu56IrO3374FH//kSlmCjN0RjuZXpnm9PJpMvEMmqwxlhmjM9opBHocy2ez66pOKBAiGojSMBqsN9aJBCIiK9eCBPUNBzxVIxaMoSgKPYkeFtYXOJ47vokcNtkf5Q9//WUAqB78w0dPM7ja8p+h/mQ/uqLTtJrEg3H/OZRlGcPZTBzcCm1HuYAWwLRN4sE4sWAM0zFZbwib29HM6FWD91aIN2z+6M7zomyuKnDHHUg///PP6Bjb2MYzxXYAf47hk9/+5IUfJDF6NZmfpNgokoqkfDevse6xqx7Hci2mlqc4lT/F8aXjZOIZYsHYZZKZl0KRFHb37MaTPMKBsK+DfmThCCdyJ5hanmKltsJ4VghuRANRhtJDYj5cD21aWCTDSebX54WimGNv6ecdD8ZJhpPCYtNz2NW167Jtppan6Ah1kI6kN/0+XBLZ67mww/HF4wS0AAf6DrA7K0a+QEjFtk1cdFmn0qgwkb32fmRvohckmMpPISGRCCaIBCLMrM0Q1IKYrolhG/zeX36d3/1/voYqCZKbrMi4jjA1wRMZ7XB6mAP9B1AkhVqrJjJrU5R9bV0Uw9p68Y7r+CX4xfVFOiOdqJIo46/WV30dgEK1AC5+mT+V7qEUDyJ70O2ofv97KD3kk+GatpDPtVwhYWq5FuX6hSDqeI4/rhcNROlJ9JCKpphenvZbJXWjLkrwsvBAL9bE6FxAC9Cb6KXWqqHI4hwNoyHc7jbaKucL5y9zfWvDsAwWdnb5HfbdSw0+/bcn+blv5pldOce5wjlqZg1ZlokGo77Mre+pfhWENeGP3tZPSEVSxINxLNuiaQkJ1YnsxDXZgl7cb3/JZInP/L8nfMKafN/ntjPvbfxAsF1Cfw7h5NJJnpp76oqv5yt5n7zTHqdar6/7VptXgu3aTK9MEw/G2du711fiWlzf/CWqKzojXSME1aCQ3ZTFF7jpmpukXAt1YdG4p2cPiqzQNIXl50ByQJToNzCQHODo4lFGu0e3vL5UOCWMJ9YXsV2bvg7hJZ2NZy9j/Z5YOsG+vn1k4hnW6mtCIc0VcpumKvlCI3PMoSu6z6iutqq0rJZgYjvCktN1XQ70HWCtvsZiaZHxzDi2a3N29Sy6orOraxeKrLBYEnakhm2wq3MXZwtn2ZHeQaVZoS8hRF7KzTKza7M4roMiqyyWF0mFUwS0ADWjhiZrQlFu4x9d1qmYFdab6wS0ALojFjwtRRitRPQIuqcLr1dedG8AACAASURBVHZJYqW2Qm9Hr1BRsxoElIAvD9sR7kCVVapGVWidK7Lo928sBkKORHmD94AkJhny1TypSIqF9QV6E70slZf4+49MUTNq7J4RFZS//8gUinyGv3jfT3KucI6m2WS5ssyurl1i9l3RCWgBWpaoJrRlez3X81sGuqyjKzougszouA6qpKJICp3RzssqLW00zAZqPIulSgRsjy9cl+K1h4v82v2L3HKixO/fNojZcaFU3pPo8Z+VltViIDmwZZVJV3Q6wh1UWhUCaoB0JC1aC46F4RhCL6Bngqn8tTuLxRs2v/mleV5zRCxecvt2kb37S0hjV19cb2Mb3ytsB/DnED7x8OWmJVdCoVagUCuQCCXY3bNb+HpbIpBeabyl0qrw1PxTDKQGSEfSdEe6MRyDpdISsiQLVvMGkxhEKd10TGRZ5kD/AY4uXlAvm16d9lW5lkpLDKYF8andG/Q8bxMxKlfKbbqWzmgn3bFultaXfFeyUD1ER7iDbDxLuVneJHMqSZLvQsbZt3L0s29hZ+lu4GEq5c1EN9MxOV84z57ePUT1qM/CP/ngIY5+7nbqaymi6XWuf+M9XP+ixzEdk0KtwKGBQ0iShGmLBctw5zAnHjzIyXvexBPrXeiJPOE330fPDV/DtE1Wait88O+O4LkuE9OCTPUHH/wmQS3Ir97yJzzymddRL6aJpovse92nGX/xE7SsFhISvYleMeu+0WKQLOGA1dayb5ktis0iA8kBwXuQRBCSJZmAGsB2bV+qtj3WBsIH29LEMTXL9jNTTREku7Yn+2B6kOnlaZzp23nZmdtYdvrZwRx/xG8zwefFgkQRRiLnC+cJaIJDocgKDavB2Ydv4sTnfob6WppIeo1Dt90Jz/sqqXAKx3No2A2flNfufzfMhj/HfiU0zSaKJKNuLGz+4NYhvrw/xfvvm2X/Qp1PfegUn3i1xYdviGE7gifQ1onvT/azUl25TAddkRWyiSyr1VWigSipiDBAsT1BhjtfOM9YZuwZBe8fmSzxvvtm6KzZtDSJJ//Tm3jhX34aSd3+St3GDw7bT9tzBLlSjgenH3zG+5WbZcrNMr2JXgJqgJAeoj/ZL8bOtnBLkiRJqEatL+B5Hgf6DjCQEpmz53nIksxcaY7B5KAo/W5kdW2C2sXw8LBci2wiy7mCUOc60HcAyxGGG+cL50VmiCxsSi9CNp5lvbHOWuOCAtxyddkXCElGkjRLzYtPhqZoWFNv5si/vAfXCqEiGsil2ZuQz07g7fqU/36T4SS2bVM36+iKzrmHX8Cjn/o5X6O8tpbmm//8NsG6vvGbZGNZfyQroAVomk2mv/V8HvnEhX3Mcg8PfeztPM9q0nfDA/Ql+sA7jHdRcSGih/lc+Va+9pG34lpB/1yPfeo9hPVPMnTTt/yRJ8/zsDcCeMBykblwrzPxDEmSSJKEY4tFVTtQabKGaZs+Cc30TBpmQziW2Rb2RnXXNQwahnBKsxwLTdUIyIELbO2zP8MTn3o3jiOOO8sQ75b+kT0/8iGk0TsIbBh4JCNJehO9lBtlDAzmHnsJT3zqXf59qa918vDH38WNnkvwpkeEG1uzAp543qLBKC2rhed5wrXNurJamoeH7kgoHtgyOIrEt8YS3P7Le3jvvy3w+ifXePcXpnn1QzoP3QJffZGMFJSotqoUagWy8Sy5So7B9CCza7OC2JnaIdoQsU5h46qFsB0bwzGYXpn2bUOfjtypWy6vPL7Omx5dZf+CaN8c3hHh9J+8j5966/uvvvM2tvF9wHYAf47gjkfv2CTO8kzRZkgPJAf8L6NYIEZvRy91o878+vxlZWxJkphZm6FqVBnrHqNQL5Ar50TZ3DFRZRXJE7rZV/KKrht1ivUirudydvUs3bFuKq0KY91jmI7JcGIYXREiL233pnbJdWF94bJrmi3OMpYZIxFMYEZMwoGw38eVJZlTX/g53A1DDAMRQHTX5vh9b+Wn/+KYCOCSyOQWS4sMZ4axbItv3/X6LQ1GDt/zZna+4FsEtSCe6/mz4lPLUxy/8y8u28e1Qpz6/M/Rc/3XWK2t8r/e91pMx+S9f3QfATXAn/zmK7nnv/+BH7wvPtejd91K+rr7RQncE/7g5ka5O2h7KKqCZVooiiI07iWhf95W12sL4xiWmGtvs+AVSRHzy65Dy2ih2RsBMhhEUzXfRrStoa6pGoZlcPTe2y97fy0vzOkvvoPxXxPPY3vh0LSaQkRGljjy2Z/a8l4eu/ct7H3xYTw8YoEYAU1cW7lRFuI5ehQ8/BG4K0G3xXPS0mRigRghPUQgGeCO90wwdXKZd9zxOP2rNW6/+0luu+8w3zzUw103diNPDJAr5+hP9bNQXGA8M47lWMytz9ET6yEcED1wyxEz8NMr0+zs3Onbhl4JvesGb3x0ldc/WaCjIa6tGlT4h5f3kPpvv8s7X/ruq76fbWzj+4XtAP4cQK1V497D935PjtUWdZGQqBpVX6ykXZqutqp+zzyshent6BVs45XTvhzqidwJTuROMJAcIB1O40keyZCQa3U8h1P5U/752nO4IL6Yo4Eoy5Vl5tZFj7ParNIZ62QsOwaeYHcr0oUAtRVOL59mf+9+kpEkiqQwU5xhIDnAUnmJ1nqXv10TEciDtGiud3Jk8QiKpDCYGiQSjJBJZKg1hUralcxT6sW0sAO1LE7kT7A7uxtZkjkwcIBHr7JP24MdwLRM9I1sOKAGqK+lt9yvtpYSDHhPkAwd26HaIRjxqZUyjuPguI5vmJIKp8QiShIOZqqs+hWGhtEgoIlsOqgHaZpNZEkmHU2jWyLIWLpKvpwnGU76uvmaqvmkt6td576+fVRaFepGHV0VJXoXl0QoQW0tecX9bM9mrbYmTGuQcDzHn8F3PAdFUtAUTcyGK5pfZm+/L8/zCJ4T7ZZ6IsJgehDLsTAdk5bV4ms7g/z/v3GIVy3Cqx44y8HjS9zy2CK3PLbIVO9pHr5pJw+njhPaP8HJZUE8bAsDBbWgr6B3cukkg+lB5ovzly1OVdtl10qL3Ut1XnaqxIumK8gbm0z2hLjzpm6+crCLd/7YL/P2F719y3uxjW38ILAdwJ8DuPfwvb462neLiB7ZMjC2S+0A6WiarmiXn4mMZcbwPA/LsTi9fJq92b007Sa5Uo5CrUAmnvHnm1VZ5UDfAY4tHbvsi28sM8bJ3El2pHYwvz5PX0cfkUCEIwtHCGkhBlIDJMNJkSk+DWP4yMIRnjfwPFp2i5bVYq44R29HL5FUkfpGYG0H8Ah13yjD8RzOrYk574nshN+Pj6aLG17nmxFNF1mvrRMNRRnLjDGzNsNQ5xCmbRJOFWgUuy7bJ5JaY3plmh3pHRgtA03R+OPffKXoqTbWiaTW/Gu8dD9d1akbdc6vnqc32cvMoLimobkiliuCbN2qC8crSZDf6q06qiqCt+EYRPQIJiZIQqimYleQJZmgFhQtA0NwGJqyRzaRxXM9FsoLDKWHWG+s0xnpxLbtK15noGMZ27FZrixj2AbZRBbcDbU5z9v0GWy+l+L9dUW68CSPptVE8iR/IsD1BCu/YTVo2S1KzRINs0HTbG5q9bx0UZifHOlWOb50fMvn4/DeEY4dGECdm+flD5zm1icKjC/VGf/scd4BuNIkue4Y53ckOT/ksjjcTTFUQQ5HOLZ+hv3xDOWZGfoMk6jhMJpvsGexwcRSg5Hlpk8uBDBUiX/fl+TOG7s50R8GSeLXX/Fr/OwLfnbLa9vGNn5Q2A7gzzIc1+GB0w8Q1sPXFMTHMmNISJwvnMd0LrBx48E4A6kBTMukO9bNSnXlisco1osU64I4lo1n6Y5107JavihJyxZ/Hs2McmblzGX60olQggN9ByjUCywWF0ESCmrnVs+xI7WDoBpEQgiDtPutTavpj+dkYhnR4w0ntxwtAzHXe2TxCPv797OvR2SDCgrPe+PdfOtjwrv8HMMA7OEEva/8m037tz2wTyydAGD0Nf/EsX/9FeyLSr+KbrD3dZ8iGoz6LPtoMIoqi/Gr699wN9/6+Ds3lYsVvcX1b7ybkew4c+tzrNfF9fcn+7Edm3QkzY1vvpcHPvozfqm/fa7r3nCn38sf7hpGV3We7FjGliV6l8oELYc1p04qmsJ2bJ+5HdSDaIoQRqk0KwS1oD87XzWqIutWdFzXJW1AR6WFoSuU40HB/NYVRrtGsRyRxZuOieVa7P7JT/DUHb+0+f1pLV50+xeYWp5if99+ji4eJV/Os7d3L5O5SQaSA+y/9Q4e++R7LrkvBvtv/VcaRgPXdUW1wPMot8p0RbpQFMWfHY8FY5yZv1yYp43BDXW9k31Xntf3JA/XcyllkvzNj/XzDy/v5eUnS9ySl+g7l2dkuUnfcpW+5SovfmxrxvvVMJsOcKo3zLGBKP92IEU5cuGr8jde+Ru89aa3PuNjbmMb32tsB/BnGV859RWemnsKRVbYkdpBSAuxVFryR4NS4RSFeoGaUSMbF7rMDbNBSAsx3ilkRz08HMehWC9SbVVRZIXd2d3MFmefdlHQluYc6R6h3CyTiqRoWGJu13EcuqJdjIRHMGyDxdIi1VaVcrNMrpxjpbpCIpygJ9FD3ajTslq+WMtYdoxaq+bLVV68oFiuLqOpGv3JfizH2lIABjbMJjZMPIJ6EEVS2PXCR8CDpz77Ro6v7cFAZ5xpdox/iTqKv+/Ozp2bXMn2vfQoHZFP8Oidt26w0IscesPdhPd8icWS8B5XFZVqq0p3rBvbsel//oPc6Dk8cfcbMEsZIukiu1/7Cfqe/xiOq1OsFf1qh67qgh3u2Qy94FsYtsHhz/4UjWKaSLrIjW+8l4HnP0LLFhK0uiYCbjDaQa4/ycBcEfmpo+QGY8RDceqGUI/TVaGlvlZfI6gFcT1hPpOJZXA8h0QogYcY35IkiaEZsTCbH0gjazoSks98N2wDXdUp1otEA1EOvvQEkcDHeOyu23zTlZ2v/keMoc+zp3sPxxaP+SN951fPs693H7lyjvi+WW5+u84T97yR+lqKSLrIwdf/KxM3P0nLctEUjZpZo2k2ycazvsGJJmtXHXdsY2imLY8bueI2nucJjfgNq1JTk7n/YIqvHFLpiu0h6EiMr5qMLdToP59naLGCUq0RckA1bCTPw9AkDFWmpcmc7wpyqi/CZG+YyZ4w9aCy5Xn/66v+K7c/f3vGexvPDWwH8GcRnufxyUeEcIvjOv5s7EBygKpRJRPL+JKkIKRF22haTaaWp9iZ3sm5wjnGs+MUqgV6O3r9OeG2QtrTwXZtJvOTQiK1tspyZZn9vfsxHZNKq4KqqjiOQywYYzA1iIuL67qsVFc2leZjwRj9yX4aZgNN0ogGoyyUFuhL9l1WEVhYXxCZaOcwp/KnttSxHsuM0TAbKEGFiBahZbeEnvjNjzNw44PCN/xDKnuWTH7c7uEuxDna7mkXZ/eKpBDf+wXefONDaLLGZH6SptWkPzJKUA3SsloslhbJxrNIkkS5VSaqR9n94icxh/6JPT17fAGQ08vTHOw/uCkY6YpOqVEioATQJI3+Gx5kx43fJKyFMV1BCMQTAblN4vIQI1Wzg10MzBV5SSWM2TtBpVEhqG/M4m981ovrotIRCURQJIXV5qqYx1YCQh8foajWc1YsWs7s6ECWZGRZRkNDkzQCWoBSs+RzCxzXwdr5MX7qfz7s+85LSBxZNDixdIKx7jFf+a1hNWjaTX9enxd+m8GbHkKVVVpWi3gwTrnZQFM1PDyqraoQfDHrfj/cdExcx/XZ9FtBcTx2LIjPbfIK+vaALw6kKJsDre3aYpZe0zkdbDG7s4vQLXuYWp4iFUkJP3vn2iRXL8V/e/V/4803vPk72ncb2/h+YFuJ7VnE4fnDnMydvOz38+vzZONZplemn/YYAS3Arq5dnF4+jeVazBZnObZ4jGOLxy4b3dpKjvRi5Mo5ViorjGfGMRzBxF5vrmPZYgSpZQpP8YbRQFM0DvQdYDw77stTVo0qp/KnmC3OUmvVCKpBDvYfFCIfW7DYzxfO0zSb7M7u3uTs5HnC/tNxHPKVPLqqUzWqhLQQnusxXxLqbnt695Db1QNA1+QMB/oOALCra5dQKLsIpmMSDURZLC5SbpZpWA08PMJaGNu1kWSJ0cwoTasp+t962LdQBREwwloYXRGqZjIyA8mBC9aqKMRDceKhOJqqCQnVDRLXSmWFhtmg3BKz7aYj3No0VcNxHc7u6ACg8/QsS+tLFGoFWlaLkB5iZm2GcrPMgf4DjHaPEtWjlBolmmaTSCDiS6LKkizU3uZE8FsczojZ+Q1XMdMxBesfCTw4VzhHsV4kG89SaVUI64Lt387uFVlBUYRu+VhGCJOczp9mIDXAyaWTrDfWCSiCRBfQAlSNKpqiEdJCvhhPMpzEcYTsbHtRFVSDV60K7VppotsuS51XzoJBTFAgCa2Ci5GNZ5FlGdkTzPuQHuJs4SypaIp8Jf8dB+/ffs1vbwfvbTznsJ2BP4v41Lc/tennnkQP+XIeD29L/+FL0bYTvVYCXCwQY7R7dMuFwVB6SPTBtcAmX23P85gtzgIis42FYmKW1xEBaL0uSFHDncMYjkGhWmC1usrM+gysAx50x7s52H8QWZJZq69tEpuZW59jV+cuIb5RWkCRhTsWkrBBHe4cFoQrXZhnKLJCV7QLPLF4me6P86PA6EKVB12H/b37cT0XNaKKcr4EO9M7KdaL4njpYT+rjIViF1zKHFEF6Y51s1ZfoyPUge3afuWg0qwQC8bwPI9EKMFCeQFN1kgGk2STWWzHxrRNQmpIjL0pIptVJZW+jr6NmW/bZ+W3zBaWZOHh+US2/bMVUuEkmqpzKn+K0e5RsoksqiKy3JnCDIlQwv/P9VxO5U9xaMchJE8sFgZnxMLl20kbyxZEt7Z4Slesi7niHLZr++YynifK721jkoAaIBPPkIoIBvyxxWPEg3FCWoim1WSptITjOcyvz/sOZJZjISEhyRKFWoF0NC2qDopKQAlwbvUclVYFCYn9ffsJ62GfXHgprpsV7ZRzg6mrPstb7dsV6/LtR13ZJSAHfC2CpdLS01qkbgUJiff/xPu59dCtz3jfbWzj+43tDPxZwtzaHA9MPeD/3B3rJl8RIz8T2Qk/q70aBlODm+wbnw5Ty1N4nudnVG0kQsK6Ml/JM7s2y2BqkGw8e9n+bbOU08unmVufo2k1hVCLJNOyWuTWc2iKxv7+/RzsP8hEdoJsIstyZZmji0d5av4pLMdiX+8+Dg0cYrhzmN2Z3bSsFgulBUJaiD09ezAdk6MLR8lX8miyxvz6PK7nMpmfFBrkapCzhbPky3m+mRBiL7vmS9QModuuKAqncqc40H+AXZ27UBSFSCBCb6IX27NxcdnTu4dsLIvt2hi2wcncSaF3Lkl0hDpQZIXji8eptCp0Rjr9gBPQAlSaglC3Ul2hM9Hpz7XHAjFURfWDYlALoihCLU2SJFRZRdd00ddXdV+X/uxAgkIiSE+hQeyRx5Flmb09e3FcoTFu2SJAxsNx+lJ9FGtFji4cpVArCN16T8i0RusGXYUapq7gjY8LBrtRZ3ZtlnOFc9iuTW9HL7VmjbpRx3WFiYmqqHiuh6oK45SG2eDE4gnwBDmxTboDwZkYy4rn52zhLEE9KGa7FRVN1sT8vm2iyaJioaoqDaNBb6KXwfQgVaPql7kvf8A8bn1cLECeOtB3+esXwfVcX3gIhHBPOpzGcR10Tci4zhXniIVi31Xw/p3X/s528N7GcxbbAfxZwr2H7/XlR0HMgrd7jpP5SV/Peyg9tEmH/GLIskyhVmA8M+7P0z4dzqyewfO8TZ7PXdEuoZe9gdniLLlyjpGuETqjW89Ct2fMp1emOVs4y9TyFOVmWRhYOBYzazOcyone9v4+EdD39OwR2bMEpm0KkwvXoiPSwXhmnEQoQcNsMJmfBIQu9nJ1mYGkEOgwbMNXbxvuGqbcLNMaG8VSFfpWagzXJFG2th1uGLyBUrMkxt8kRZDCZFnMU0uqL6+qyYLdnQglmMhOCLEURZSjd2fF4iIVTVEzajTMBtMr00QCETpjnezr20dIC1FqlCi3yuQreZFpbzh8tawWtmNfKMPLGrFAjKbRFAEUl6AexJI97rlBZOHvOmqIBZEt9NvjobifzfcmhG68oiqM94j7pcjivZUaJfqfEPftTH+Cii2IiIqsiN53o8Tp5dOEtBCDnYP0dvQytSw00G1HvGdFFn3xgBZgb/9eNEWj2CiSjqY5lTvlL+rm1ub8hWPLaFFpVXy5VNsTvuSSLBHQAiwUF9jbt5dkOEkkIHrhdaPuj5ZdjINzdcaWm5SiGo/fMHTV59h2bZHhawHGM+N0x7oxHRNdFcG7YTYI62GW1r/z4P17r/s9Xnfd657xvtvYxg8K2wH8WUClWeG+w/dhOibjmXGhE201mFqeEl7EXcPC57gww8zaDCE9dFnWDDBfnMd1XUFm2zDvuBZMr0wTDUZ9x6kzq2eI6lFGukf8YCNJEmdWz7BWW2Ose+zaMn1JkNOm8iKYj2XGqBk18pU8uXKOU/lTzK/P+zKgmYSw/3Q8h1qrRjqSRpXVTVrZhVpBLFTqF3rac8U5TNtkR2oHyVSGx24Qi5GXPXDa1/yuGTXS0TQhXZS0B5IDNM0muqyTq+SYXpkWgVqWCWvCKtT1XJpmE9d1aVgNnA2p1pAWIhvPEgvG2JHa4Qu2OK5DqVEiqAdJhpP0d/TjeWL+uWbWRHDEFiNhnoPjOWiqRjwSF9mubfkLiaOvvglbkbj+qXkSazXigThhXSiHtXvqiqSQjqQJKAEK1YLPLQhrYUJ6iNc9LAhsj75gF7Is+wusQq3gE+5y5RzzxXks22IwNYimaOQreRaKC9i2TVANigxa0VirrRHVo5iW6NkrsgKeINX1xHsYz4zTclrEQ3GhH78xt64oCq7jYjmWUEVbX+BE7gSLpUUiekRYjGqbleoA3vSokOv93A3d2NrVF6SGZSAji8+gWRIkPEVH13Ty5TwBLcBSaUnYyD5DyJLMB17/AX7iwE884323sY0fJLYD+LOAu5+8m3KzTKVZYa22RjwYZzwzLkhaeJxbPceRhSPEQ3HGs+NCjWuLLDysh30JSBmZka4RxrrHrih7ejGOLx6nO9aNrogxnFKzxJmVM/Ql+xhIDfjbeXicXhGe0M8U0yvTmLZJLBgjHowzkZlAUwQD/Mn5J4VF6dIJzq2eEyIlthBF2duzl0MDh8jEMkhIvuLZpcdWEUHwwR/dC8BLHjyN1aoJVrZj+7KdET1C0xTl/qbV9EVP2qXttiWlporg73outiN648lwEtdzsVwLz/XAE8pr1VaVUr1EQA7491BRFJAgHAgT1sJ0hDoIKkEcz8GyLQq1gpBGlVRCqrC1NCyDleoKjVSCJ583hOJ6/MgDU8JxzRH71Y06TUOQ30J6CF3V6e3oRVOE05mmaAyvNJmYytMKajz8wl2b7C4vxkp1hUggQlAP+seKBWJ0x7s5mT8pCGCSLLyyw3E6wh3+nHw0EPUXktMr07iey5nVM4TUEKZjUqwV0RUdD8+fA2+aTfoSfUxkJuiOiiw5V86RCqcY6RphPDPORHaC54cGeeWJEo4EX3/p+NM+Wy27hScJxcHuaLfvPb5SXsH1XFYqK99x8P7DW/+QH9//4894321s4weNpyWxSZL0UeC1wIrnefu2eD0JfBTYBbSAd3med/yi1xXgcWDR87zXbvzuOuDvgCBgA7/ked6j3/3bee7Dsi3+9bF/BaBm1Hwf56nlKXRFZzwzzmptlWK96I9oSQiHrEsRC8ZYb6wz3Dnsj5v1d/TTn+r3GdxXgiRJnMqdYkdqB3PFOT9Da89OD6YHsR2bxdKi6JGXc1c81tXg4XG+cB4QJeTB9CDZRFYEJqvO3Noc1VaVaqvq79N219IUjRt23IDhGgS1oK/etnbkVSz9+y/zRFnMZl9/2128oeerjOXqHHj4NI/fPE40KHS3XVxs1yYUCFE368SCMYJ6kFQkhWVZvvSnIitiPlvV/Uw8X8mzevjH+MaX3oVR6iaaLnL9G+8hffB+dFUnGoyiyAqqIhYSLbeFYRpEghE0RfN9yANqgLpZJxVJiVG0DTJeW2xmvbGOh8cDP7qHGx87z0sfPM19r9mHqgWFCemGo5jt2siOGEVzHAdJFqYoT84/yXs/LjLWj7Z+nk/8j9/n0BvuhKHN7lqarDHYOegvOPKVvG//mgwlGekawbAMDMug2Ciyq2uXb8W6t3cvsiRjORZD6SHRJtiYPffwMG2TSDAisnRHVFXa90BVVNab6+iqTiKYoLejF8M2OLN6QczlHQ/kUB2XByYSHFXLHNKHr/pc1Y06Q6khPMmjYYhy+WptFdu10RWdhdLCVfffCrIk88e3/TGv2POKZ7zvNrbxbOBaMvB/Bl59ldd/Gzjsed4B4G3AX13y+q8Bpy753Z8Dv+953nXA/9j4+f8IfPnklzfph7flJLPxLKZjitGtugjKA6kBn6B06UgYwHJlmaHOIV9VDUT2t7i+yHJl2c/qrwRJkmhaTcazl2c8s2uzLJYWGUwNEgvGvidSr5ZrcWb1DMcWjwkNbzXIvr59HOw/6PdX+zv6URWV0cwosWCMUquEhMRI9wiHBg4RmHknc/f935jlHkCmvtbJQx9/J58feQMAP/mtBeKhOK7rUqgXKDaKYtTKFbPr7ZGmmlljrbFGuVEmm8gy1j0mArfRJKAEMB2T2UdvZuqu/wujlAVkamudfPOf387SEy8jokeIBQQrvWk0BZFNEqNXjuf4M+OWLdTHooEoqiR0zSUk6q06LbvFanVVjJxJElNjGRZ7O+goNXjRE/P+cTw8QlqIsBb2F3Oma2LZIsNMnflZXjstxhE/xC/RXO/m2594N6WjryETyzCWGWMiO8FYZox4MI4kSTw59+Qm73YHh7Aepmk1iQfj75tF7AAAIABJREFUvmiMqqgE1IAI0o5J1agSUAMsrC9wZvWMT0JsW5w6juM/r01L3BfXddFkjbOrZ/3xPkW9UCIPWC5vekyUz++8UUjXbrVgvRTrDTHiGNEjrNXWxIij2SASuLIAzJWgyAp/+oY/3Q7e2/ihwtMGcM/zHgSKV9lkD/CVjW0ngSFJkjIAkiT1Az8B/OOlhwXiG39OAEv8HwDP8y4bHQP8L01/OzzOFc4xX5xnKD1EV+xyPW4QxiWmZQrxESQ6wh3+iJiH54+DjWfHr0iEK9QKQnWso3/L12eLs5u8lb8bDKYHGc+OC9KdouC6LieWTnBk4Qgr1RVhQrJBdDqzcoadnTspN8scnj/M9PI0NaPGkXtv3yRRCsIJ60+Pf4BaQGH0zAqxyXM0rAZ1oy6IWY6D6ZjEQ3GqrSqH5w8T1aN0x7rpjncTCURoWA2qrSprtTUqzQqpSIqlf//lrV237vtpHNcRpXdJMLDb5fOAFsC0hFRpu/RueSKIK7Lii7d4nofjOtTNOlE9St2sI8kyX36VKHL91L98G6UgGOi2LUbUXEQfWlM0VFmlZop2wcSdFnGqPMhLOM5+/zrzX/lVsoksET2C7dhIkmhHLK0vifYLYvrhYP9BFEnxZ7UlWaIz2ilkV21hVWrZFlPLUyysL3B6+bS/4GraTQr1AiEtREAJiNK/6xDRRBBt659HAhHGMmMXpGq9C189v/gfi2TLFme6g3x718bfg6sItoX1MKOZUQzb8M/ZsBq0zJZPNnwmUGWVP3vjn3HL7lue0X7b2Mazje/FHPgR4A3ANyVJuhEYBPqBZeCDwG8Bl85E/TpwvyRJ/wuxiHjR9+A6nvN4bOYxXw/8Usyuz/qylZt+X5xFkiR2de2i1CixVl/b9HosGGNyeZJsPEtID23KqmBDsS0/RXesm6AW9NXeLsa5wrlrkrj8TtAZ7aQz2insRlfO+pail8L13E3z5vt691E36qiySnesm3Q0TbFepL629XxwYX0HX3xhJ7c/vMyb75/il28Tmaeu6CiKwnpt3bfenMhOYNomQT0oysK2RUewA8M26Ah3CKWz2ipmeeu+f30t7ZOnkuEkiqz4WagiKwR1YU3aHiWrGTUaboNYMCakUGWJoC4y3K5Ylz9iZlgG37x5hBc+cpaJUzl+4a6j/N1/ehmlVomQGsIwDKEvb1u4uHSEOqgUl/mtxtcB+Ft+afN1FlM4rkO+micRTogqhOQK3XbXRpHFIqrSrBDSQ36m7DgODUMI3ciSzHx5flNQ9PB8Ap1lW6QiKd9+tj0bXmwUCapBVqorZGIZwSHwPBbWF/wqC8CBuRpvfXgFW4YP3DaEJ4vn8EoqgrFAjMH0ICeWTrC/Z7+oRDgWmqxhYJCKpCg1Sv4CpV3BavNC2j+Lf8X7+JM3/Ak/MvYjW55vG9t4LuN7QWL7UyApSdJh4FeApwBbkqR23/yJLfb5ReC9nucNAO8FPnKlg0uS9B5Jkh6XJOnx1dXV78HlPnvYKvtuw7AM1mprjHSNXPaa53mcXT3LemOd8cz4BSlK70LPOl/J+73mrbBSXWGuOMeurl0kgoktz3Et5LdrRU+ih/5kP4Vagcn8JKeXT18xeF+KgBpAkzVy5RyRQEQEOYSrVTC59TMQSRd57LYX0wqo3PjEHD96oiQMPjyXJ2ef9DXDdVUX5C9JwnZsZgoznFk947cTJnOTHF44TMNsEOjY2hAmkl6jUC+IYC8rNMyGPy7muA6yJAsvbFnMgCuSInry4I+XLZeXqRuiJ6/LOkEtiINDyzb58NtfQCug8vxvn+PQY+foCAp70aAaxHEFm11XdGzX5ue/PMMoZzjBHu7hDZuuM5hcxfVc32BGUzWaVlNk8bKGIimE9JCQZ5UVVEnFRVQNAlqAYq3IqfypLTPaxdIi45lxkIRCW6lZ4vDCYVp2C8sVZW1VUUmFU8iy7NuI9nT0+ES5gOXyu/fMIHvw8RdnOdl/ofTteu5lVaNkOMnOzp0cXzzO3p69VIwKnudRapbIVXJUjSpdsS6qRpWG2RBOZ1aTliUUBA3bEEYujoXlWsiyzJ+/6c+3g/c2fmjxXQdwz/Mqnue9c6Of/TagCzgP3Ay8TpKkGeBfgFskSfrkxm5vB+7Z+POdwI1XOf4/eJ53g+d5N3R1bV1K/mHA+dXzPHTmoatuY7kW0yvTjHaPbjlm43quT3Yb6R6hL9lH1ahucaQr4+zqWRpWg/HMuJ8FtRHWw6QjW3tEXytUWWUiOyFGk76D0ruExJ7ePTy18JQQ6pBlDNugZbWIhWJc/8Z7UHRj0z6y1qLr5X/Jt91lPn3bQQDe94V5otUWhZoItLYrxrna7PLJ/CS5co7B1CBj3WNibMx1xFz6hh/3dbd9BklrbjqXohtcd+tn6Ip20TAb1IyabzziuA6GZdCyW8J6U/JQUAiqG65gkpAmVWSFdCzNYmkRxxXbtZnxwUCQpY4An3nTDQC87ZOPYC/niAaieJLHemNdKI15LqNnVnnF/cdwJIl3q3+Phb7pOve97tOAULSzXRvTEeN7hmP4euWGZdA0mwRUoZPuei6mY3J6+TTL1eWrflaLpUXfqMRyLEa6RlgqL3F04ajIyBWVgB5ARozreZ6HLuv+YvEX/2ORwTWDs11BPvzynk3PEBJ+Fg2iktPb0cvp/Gn29u6lYTaYWZsRDP72AsODlcqVXfguhq7q/MWb/4KbR26+pu23sY3nIr7rAC5JUockSe1vjncDD24E9fd5ntfved4Q8Bbgq57ntQ10l4CXbvz5FuDpRb9/yHHHo3dc03aSJDG9Mk1AEdaeW6FqVDmzcoZE6PJM+lpgOaKfGQvE2NW1y8+8m1aTWDC2ZRXg6aAqKiPdIyRCCSbzk99xNj+RnfD7+FWjylR+irOrZ5lZm+H44nFagx9h5+v/mEiqAHiEU6vc+LMf5uDLTjCYHuQzN6R4fGeUeLXFT3/iIbrj3QymBn3p1sWyCJrDXcMMpYf8/nV7Nh7wOQfDL3yEwdf/IXoiB7joiRwDr/sAraGPcnzpOKqsEtbDQnZUVf3AXWvWMG0Tx3FoOS2/P+64QsK1rVve5iZYtoVhG+I1ZIJ6kAdv2c2piR7i1Rb/+a7jhPUwqqISC8YIB8LY9Srv+MiDyB588VW7Ud9xjEi64F/n83/mHxh+4SP+QlCVVBSEyM5KZQVJkgjpId+q1HZsn6wY1aNMZCee9rNqM+tBECoDWoDd2d0cHDgoevaeIA4ajoGEJAI+QoJ359QSb314BUeW+PR/fiW7h65jX+8+dmd3s7NzJ57r+QG8J9FDd6xbGKxkx6gaVc4VztEd7d4UsIe7hq9oT3sxAmqAD97+QV6464XX9ExuYxvPVVzLGNkdwMuATkmSFoDfBTQAz/P+DtgNfFySJAc4Cfz8NZz3F4C/kiRJRYyevec7uvofEpQaJb5w7AvPaJ9yq0ypWWIiO8HZ1bNbqkldrJ52JbRFUbZy+1pvrLPeWCcaiNKfuiAcM54ZpzPauYktvxXGMmM0DEHkKtaLnFm5ssfztaDtbFVpVugIdxAPxpFlmbpRp9Ks0Jfso9aqwYEvkjjwRWRJFlKpsoKHKL/GIx38/dtuYt+fPsALH5/js/c/wCOH+ujv6CeoBRlMDfrHSwQTuAiSled5PvO5zQeoNCukD95P+uD9W15v25zDxfXNR0zbJBqM4uIK+05Fp2bVCOkhQWhzLIJakFw5x870Tl+L3XEdJEloiScjSRzX46PvfBEf+J17eeET88x9+QRffc0hUISz2s9+cYre5SoLPQk+f+v1DCnfYuxFj+PhMVecIxPPsFItEgvEMBwD27GFKIyksVZfI5vIUjfr/nkdT/y/zVfQJI2IHqFu1q/6mVmORSaeYbmyzNnVs4JcZwhRnlAghC7rwiTFk0hFUuiKTii3wi99+BvIHnz0JRnu05dgYTOPdbhzmKAWZLhzGFVRmcxPCg/6aoGm06Q/2Y+u6KzULgRw23l6xbWQFuKDb/kg1w9e/7TbbmMbz3VI38u+5/cbN9xwg/f4448/25fxjPGRb3yEDz3woe94/3REKIpdWpK+1GcbD3o6eghqQXRFOHjlSjmQ8FW32lKqWyGshxlIDjCzNsNQeuiKC4c2xjPjzBfnaVpNP8P9brC/dz/Hlo5t+l0ynKS3o5dKsyJmez0Y7R4lV8757YO2Hns7G3Y9l1u+coq3f/oxSlGd3/79n+SsVGWtvsZo96jfT29fs+3anMqfQld0kuEktmsL8RSzeUU2dJvB3tYz9zwP13M5unjU3yYaiNIT7xEypZLibyfJEuVGWbQrJLFwsV1bEMg8B1yQZAkXl31fO8Z7P/YYAP/0jpv56ot3MnJ6md/5n/8OSPzR+3+CMztTeK5QQDu3co6RzIjvC5+v5Km2qgSUAKOZUSrNCjVTOMXVzTpD6SEAfxSxI9SB5VhCglZWLvs8LsXB/oOsVlcFF0OC0cwo08sXCmqe55GJZ+iKdSFLMolyi9/648/Tu1rn8I4Iv/jOMSz18kJgf0c/mqrhui65co7x7Dj5Sp5YMMa51XNbfh6XWtZeirAe5q/e8lcc2nHoqtttYxvPJUiS9ITneTds9dq2G9n3GaZt8pnHP/NdHWOtvoZXExab7cC1pauYJERQKs3KZra6BzNrM4D4gs7EM8wVhRnJxWiYQs41rIdRZIWxzBgnlk5ckaE+mZ8kHU0zkBqgUCtcxpB/Jgjr4U3z7G20qwTtbfo6+rBdGw/Pr06Um2X6OvpYLC2yWFpEQqJ58yA3PbnAxGSO3/zrr/H+//ICtHiWkCYWQsVGUSxYOgYIaAH29+7Hci0qzQr5Sp6d6Z0g4Wudr9XXMCzDD+jJcJKm0aTddrZs67JFTM2oMb164TMKqkF6Ej0UG0VCWsjX83Y9l3qr7su+Op4DthBeOfyS3XzKVvmZTz3M2z/2EOGGyWu+dAzZg/tePcG54U7qrSqaLPy+2yp67QBdb9XZ17sPWRJcAkVS6En04LpCZ92wDFRZJRaIEdACNM2mYKR7LjWjRjaepW7UqRm1LRdpEhJL5SURuFemmV6eFs5yG4tNSZJYqa6wUl0hUbP48Cdn6F2tM7sjxf/3G7egNHNYl2gcJIIJMcZXXqJpNRnpGmGuKAR/PHfrhWJHuOOqATysh/mbt/4NB/oPXHGbbWzjhw3bUqrfZ3z5xJe/q8DWhiRJnF45TdNqMpGd2KQXfjFmi7N+6b3tVQ3CLnS4c5hSo8TU8hSqrF6xx94wG5zMnaTUKHFox6EtWevta0pH0kwtC+nPwdQgI10jVxWPuRJGu0eJhqJcLZFvm4mcK5yjZbUwbZM9vXuIBCLEgrELrGUJZEXlr991E/nOCMOzRX73I0/SrcYwHRNZlsnGs4x0j4hseEPxznEcMvEMQ+khosEoM4UZMTddWmIsM0ZIDzGUHmIiM0FEjwh9+I3yu6ZqT9tyaNktlipL9Hb0kgqncF1XzHk7ts9nsF0bwxSCJMiCW/DVV+zm3tuex/9u78yj5L6qO/95v1/t+9773q22JFu2sOUVbAI2GFskJoAH8IIDCRgSZzKTxCHAyWQmIQnM5CQDHmzLhG0CCRgvLAeHYfOKQbasxdberd737uquXqqqa3vzx6+q1K0uqbsltXrR++jUUfer3/LqdlXdt9z7vZqEO7/7Cu7pJK9fVsWP33cNJmHC7/QbqWtSYtINZT+b2UbQGaSlrAWTZmIyaURsexwehiaHODx4mCMDR4pyqgOTA3SMdaAJjf6JfjQ07GY7Fd4KUtkULZGWkn//wtZM73gvjSEjrsBn9y2III/EUjz21WM09k3SFbTy0Q9UMaynaI40c3n15bSWtVLrr2Vb1Tbqg/VMJCZwmp1UeavoGOsglojREmlhIjGxoB8Os6PkrLyAy+ri4bseVs5bseFQS+griJSSDz32oZL1t88Vq8lKfbCeE6MnSu5vAwScAbx2Lx2jHYRdYUamRwg4AoTdYbrGukhmktQGasnmsvSO95acabeWtTKVnMJhdTCTnGFgcmDe9cfj4wuW5IUQ1Afr6RjpOKMgRwGvzYvT6qQ/1k9dsI7hyeEFqwOlEELQEmmhZ6yHoDuIz+HDrJnpn+gvRlBXjs/yL48dJTyV5uUWD//rY9eDw4HT6iSXy9E73ovb5sbr8DI8OWxU33IGjRreSHShM52aJpvLFtP0pJRsrdyKVbcaS905Qy1tX8++RfPpC1riDrNRE7uQ644wCo1UeiuRyGK5zFQ2hcPswNE/zOf/4Wd44saWxtff0cBz77+RNBlDAtZswWqyEk/FGYwNUu2vLqbLFQLKzLqZWCI2TwugwlNB2B1G5oxByGxmFl3XGYwNGuVSXSF8Dh+DsUHcVrchlyp0ppJTxBIxyj3ltI+2A8Z7pSgeNOfnupEkX/rmcSonUrRFbPzhfZsYc88ZgEqo9FUaQXUmGwcHDtIcbsakmWgbbSsG2BWi6U/d6557r1Px2Dz8n7v+D5srNi/6flIo1iJnWkJXM/AV5NXOV1fEeYOhwnZ06ChWk1FOsbDHOpfoTJSO0Q5q/DWkskaAVjQe5ejQUbIyS2tZK9GZKH0TfVT6Kmkta6Ux1FhUdgNjmTzijtA33sfA5AA1/hoaQ40gjdSeUgNAKY1866U4bzCih/tjRhBT11gXVpO1ZD3yU2mJtBTzy02aiWQqyWvdrxna3RVbqfRW0u+z8ocfbmHcYeK645N89qEXGe0/waGBQ8ykZqgN1OJz+Ehn0kzEJ6jwVhB0BTk0cIhjQ8eKal9+u7/Yp6DLqJoWT8eNPe28POpSxHCmk0ZAG8KQ73RanZjNZnRNp9ZfS3+sn9nMLHazHV3T8dg8RPqjfO6fXsATzzAaMCKz7/t/HfzpP/+UsolZ4xq6GbNmxqJbqPZXMzY9xvTsdLE2t9VsJZfLLdimGJgcQEpJNBEtRsMf6D1QXI4enR7FarKSzqYZmBygbbiNo0NH6Y/143V4mU5NF691bOgYFV4jHaxzrBOP2cUHXh7iWw8fonIixevVTj720db5zhuM8rLZFDOpGQ4PHjaU4TSdI4NHDOdtdWM1WUmmkwsHi4jTav577V4eufsR5bwVGxY1A19B/uTf/4QX2168IPfyO/1EXBE6xzqNlKRTKMzYjw0fm/clWGg/9Tyb2divtZgspDIpLLqFY0PHivugQWeQRCpRrOQ1l4g7wsjUyJIC2wp556duM1hNViKeCD3RnpLnnRoDsKlsE1OJKYKuIFOzU3SOdgKGfGvAEcDR0c1n/vlZyibTHKmw8xcfaKIvYKUp3FR0qoWUq+hMlEQqQaWvks6xTjLZDJdVX0Y2m0XXdWPfOF/xTEMrVr0qFJQ5HWWeMmJxo8xqNpctboOYdBOzGSPVStMMZbhMzqimdnlnjPu/9DM807McaYnwTw/8FlsPD/KRb76MayZFwmbm3++8ipd/aysZsggpjEIj5JiITxB0BLGYLeRyhgxrKpvi9b45gWkSNldsRtd0jg0dKw70Tv1bNIebOThwcF77psgmToydmDcjrvRW0j/RT3U0yd//aJjNbYbwzjPbAvzdb9eSsJ4y0JSG1O+JkRN4Hd7ikv2RgSMIIXDbDOdd2J7QhDavOl1TuIn2kfYFffY5fDx818O0lC1c+lco1hNnmoErB75CdI118d6H33vB72vWzTSGGumJ9pR0rmWeMsy6eUFEe2HWa7fYmc3MMjI1wvTsydlVxB0h4AxwZPDIon1oCjURS8YW3RMG2Fa9jQO9B0o+Z9JMVPgqFjpxaRRtmasQFnFHiLgjvNH/RvH3RCpRjFT32D1szwb4s//1EypGpolbNL70jiq+tyNMU1kLM6kZPDYPYzNjBJ1BIxAunSgWjNE1nUP9h2gINRh67UIU97BtFiMtbLEo6ELt9yODR/DavEQ8EWwmmyFpmi8ccuiF7ex76v3IMRv/0/pf+eTsYwDsv7SS/33/W5jRpVFZresEf/GDTq7aa9hmd/UW7pn6V47FrsAZHOPyO75Dy/WvFOVSJdJInbN76Y/1MzYzRqW3ktgbt7Pne+9lJhrE6hui4uYvlUyba4m0EJ2JzhtoXVZ12fzBACBykgcOwZ1P7sWWloy7rfztu6t5brNvwTUjrghms5neaC+bKzYby/3pVHFJ3qSZCLlDDMZOzrBPdeBzA+YKBJwBHrn7ERrDZ65oplCsB5QDXwX+/sd/zxOvPbFq97eb7dQF6mgfaV9QF1lKI4K7K9pVLNFZinJPOUOTQ8WZdHO4mWQmuWSFtcZQIx2jHaediUfckUWLT1T5qhbszxf63zPeM0+Fq7WslaPDJ/dCm8PN80pWAvgTOT77zCA37TX28g+1lvHoPTt43TrDZHKyuH+vi7wMqqaTzWXpGuuiLljHeHyc0elRavw1+BxGsFYhuO5MS+ia0HBanGiaRiwRW/C80+IkdeR9vPKtj3F96jd8lY/QTDtpTHz7Tbfy3Md86DabkRJmtmLWzUzFJ7n2lS4+8u2DeGdnmMTN3/JZ/oWPErO4uP7er1F+5S+IxWPUBmvJZrNomkYmmzFU/17awavf/jhyTnEYYU5Q9zt/u9CJS7iser7Dvrz6cvb37jfOy0l2dEzxB78cYHuXMfD78bYAX79zO316ghp/DROJCUanRrGYLDSGGzk2dIyAM0C5u5x0Ls14fLw4CJJS0lLWskBbQCCK76dStQNCrhCP3P0I9aH60/4tFIr1hNoDv8DE4jF+dGB5wi3nm0Q6wZGhI0blpnzucwEhBEeHjmLWzTSFmk57Da/DO8/5to0Y6m+ni0qfhzT2e8+0jF7mLjuj8464I0wkJhY4xkL/U5kUmyKbjL1pYUjROswn5TdL5bCP2zX+9Hcr+fMPNBJ1mtlydIjP/81/cO/eKUTOkPjsGO2gbaSN7vFusrksVpOVxnAjmjBEZZpCTWRzWV7ve53hqWHsFjtXVF9RjA0oRX2onoArUNJ5g6FqduSJ2/jH1IM8z000085+tnE1u/nDrq+R1kHTNKwmKybNRC6Xw25xcOit29ju2M2TvAcPU3yBv6CXah5L3Q+PN2Ez24h4IobojzDkeMcT4yBg//f/0zznDSDTdvp/+kcLOyiMbY65Kn05mcOdyPChXw3xvS8e5MtfP872rmlGXSb+8ZNv4a/e38AJOUFLpIW2kTZDnrb2CmwWG4OxQVrLWgm7wqRzaY4OHp23grG5YnNJYaC5E465FfzAeL/sumeXct6KiwY1A18BvvriV/nys19e7W7Mo9xTjlk30zO+cE+5MdTI6PQok8nJYlvIFTLyz095f5h0Ey3hFo4OHZ23lFmKQjBVqYjySm8lI9Mjp42g14WOz+FbUgqelJKaQA3ZbBaXzcXx4eNE3BGGJocWOv85M7grHXX87td/yTtfN/LMD9d6+Nerg/xiq2+BuIjf4afaX23okOeMymkFcZLOsU7jeV+1URQlk6B9uH2efRpCDZg1M3aznUQmwdj0GKPTowgh8MQzvHvvGO/5D516ukhj4u/4NJ/jM3l98xwf+eofkMlmGJ0ZJeKOFGuFO8wOHrvvUQDexTM8wJd4F/9RvG97rZ/n334pz76pjKOTPcVBTaWvkh8+8H1KRxrmuPJvTpYnsOgW6oP12Cw2EqkEFs1MY88EN/78Da7b3Yktbdhz0GPmqR1hHr86zJTDTIW3gv5YP1aTlbpgHZOJSQZiAzSHm7GYjEIzw9PDjM/Mlz+t8dfQO95bcvBXCBp0Wp3MpmeLr6fMU8ajdz9KdaB0WVyFYr2ihFwuIOlM+pyFW1aCwclBpJQ0R5oZmx6bl097YvQEVrOVTWWbODZ4rDjTKzW4y2QzDE0NcUn5JRwaOHTGe/aO92LRLbSWtS4Qein3lOOwOphKTJUsmtESaeHI0OL77WDMyAvL+rUmI7fda/eW3JNuKWspBq29OtzGnjsb+dnWcT71w242d0/yue5Jos+YePrKEE/uCDHoMyq/FQRlBIIafw11wTpyuRzd492Ue8pxWV28MfAGDrODumAdl1ZeSiaXoW24DbvFzsjUCPFUnJzMUe4pJ+QKcW3UxC3PHufq35zAkjZkcfezjfv4Ovs4qRbmDEQZmBygzFOG2+Y2BGA0kyHOkp3FGRxjZizEM9zGM9xGE218nEf5iPgXmrrHafraC9z1TUFbmZ0jlQ4OVTk4WpXAFxhgIlq5wEaOgPF3qvJXEbD7cY9O4v7VAeq7omzun+GS/jih6ZOrG79ucvP41RFebPWS1QsDgnz5zpxkNjNLLpfDpJloCjdhMVnIZDMcGz62YIBlN9uNnPXTLGUUjq/x1xTjMSp9lTxy9yNU+ha+FoViI6Nm4OeZH7/+Y/7q+3+12t04I3aTnbpQHYOxwQXCGNW+ajx2z6LOuSHUgIZWDDhaDIGgIdRg6IFnjIIaOYwv9YZQw7yIcoGg0ldJ30Tf8l9cPqd4bGZsQTS+2+omno7jtXtJZVLzgvRsqSy3Hohyz55J6noNm+QEvLjJy/evDLGv1kXMOX+8W+GtIOAIGGVJo504rA4irgjtI+1oQqMx3IjdbCeWiGHWzRwdPELrrJ3tx6P89q/72dR9cjl97+YI36r8bb74/D+TTp8sq6mZk7z5vm8Q2f4zQyLXbGF/z/55/Rjd9056f/hXZFPWYptumeWtd+3i5viX2flSN5f2LtyqSGkmDshtDMhKEthJYiOrCSrqXifsG0OPx6num5jnrAtMOi08sz3Md6700R2aXzlPCEFjsLFYHOfo0FGy2Szba7eTyqboG+8rWUVPSkljuPG0ZXELqycCIzp9MjlJla+KR+95lHLv4mmHCsV6RAWxXUA+/8zneXzP46vdjTNiNVmLaUv1oXoEYl6wmZSS+lA9mVyGvvHTO9HNFZsZmxqbV1BiKWyp2DJvgCClLM7So/F8nrKkKM+5XDaXb6Z3vJcKX0WaZEoGAAAePUlEQVSxDnVBFGUiMVEsx+m1GXv80XiUyYShVOa2unhr1MqNP32DN+8fxJI9+fno91k4UungcPHhJOY0EXKFqPZVk5XZoh2rvVWkOtq4IWajtmOETb3T1HWN4p46GTQYs+v8YHuQn93UzBFnhi1VWzj0/BUc/P5dzESDOINjtO78BpffdBCJpGOkg0p/JceGFqar2bs+yu7H7yAVK8PiHaLyloe49pYTxOIxhqeHcSazXDIQ55L+OJv7jFl0/djCdMNSTNp0Dlc6Tr72Kie+rds5eMogz2lxUuOvYWhqiPH4ODX+GqwmK1PJqWLt9EP9h0qu2tvNdqr8VWcsiCOEMFaR8sGJNf4aHr3nUSKeyJJeh0KxHlEO/ALTPdbN0/ue5of7f7ik8oYXmoIDn4vD4iDkDBV1sOOpOJlsBo/dw8zsTFFoZS5CCDaVbTJyyNNLcwZhV5iJ+MSCyHgwHHltsBaLZuHE6AljDz2f7pTMJHFanPRN9M2bOZei2leNxWRhMjnJ+Mw4YXe4KPhxuqXZKl8VTquTnmgPVb4qoxLa6CiX/3QP1x0eo3UggT29cM8/btFIm02kLDqzZLFLHUsmh2U2gzW9sFrclMtKV32I3dc08vXqBGa3h1giRnO4mZGpEWLJGFsqttA30UfIFcJpdRKfjReV1Epp2MP8iPACDaEGstks3ePduKwuIu4Idosdk2YinUljTcziOdaBjEaxZnJY0zn0HHj8ZeSsVkZz07zhStPnt8CcpW6TbmJL+RYO9B1ACEFdoA5d0xmfGcekmyhzlzEyM8JgbJCWSAsem6e4muK1e+erpklojjQzNDm0aG37wgy82l+Nruk8cvcjxdKvCsVGRTnwVSKdSfPcsed4cu+T7O7YvdrdKWIz286YPjYXs2amLliH0+pkeHJ4npQqGF/I5Z5yjgweWZISWSlHU4qQK4RJN+Gyujg+dDJFSyCoCdRgM9noHu8u/TrOYfYORoDdRGKCKl8Vw1PDzGZmqffVUDk4ieuNo1w1JmjqjlHbPVbSqReYclnpqPWzP2Kir7mCvsZyXpXDpDJpaoI1RenXmdQMVpO1mKL1pto38Vr3a4CRa9052mlo1wdrT2u7Unat8lUV5UkTqQTReJToTLRoS7/Tj8/mo2Ns/pK1w+ygNlCL2WRekOfttXupDdQyPTuNxWShb9wYUIXdYQKOQDG1r6AbkEgn6BztpMpfRf+EEdBmMVlIpBJG/e6ZcUamR5b0d9GFTsQTwW628/DdDxN0BZd0nkKxnlFBbKuE2WTm5i03c/OWm+mN9vL0vqf5wf4flKy6dSE5tdDEmUjn0sVcar/Dz+VVlzMyPVKckccSMQLOAJeUX3JaPeq5lFKJK8Xo9Ci6pjMxMz+NrFDvGgwp0oZQA5rQ6BrrOpk2JjhtutZS6I/1Ux+sJ5fLEXAG6BjtIJlLs9edInV1Fcf8NaSzaUwIJkb6CZtcOKVO33AHVeVNdMeHmcgmqavbwnh8goAzABh90mZ0WsrryWQzHOo/RDaXpcpXhW7XuaL6CnIyRzqbxqpbCbqCTCYmaYoYaWux5PJeUyKdMILr8uI2wDxbRqejVHoXBn7F03E6xjoIuoI0h5uZzc7isXkwCRPxVJz24fZiLEGVr4rJpBFdHovHDNEbYeTOnxg5QSqbMpa+cyf3roPOIN3R7pJbAWeisOLzmds/U7SpQnExo2bgF5h0Js3zx5/nideeWLVZucPsKKnStmQk1AZr0YRGx2gHQghay1pJpBPzCmWcikW34La5z0t1tlLXrg3WGileY11GSc5zoFAdrMxTVnQ0mtC4rOoyDg4cJJPNFGMIOkY68Dv988qe1vhrOD58nJArhMVkYTA2SEOooVj7u3PMmFVX+6uLFc8S6QRWk7UYHJeTOSNWQQhyMnfa4C8orYpmNVtpCDacUT2vMHMXGJXlfE4fNpMNs24mm8uSzCSZiE8wNGlkCpR7y/HZfUwlp4o1wAtbDhJJLBGjf6K/ZPreZVWXcWjg0BlrzJ+J5nAzD9/9MH6n/6zOVyjWI2oJfY3SE+3hqb1PXfC9cofFcUYBleVQ7inHZrbROdpJY6SR6HS0ZMlHOHPVqPOJ1Wyl1l9LOpuma6xrSZrspQi5QiTTSQKOAN3j3QgEFpOl6JwLTiriiuB3+hfI1/ocPip9lfSP9xN2h0mmkwzEBmgINhQrkCUzSfon+kllUlR4K/DYPYYj161F3fqgK4jP7sNmNhyrJjQkshiMl8lm0DWdgdgAiXSCTDZDVmbRhU5juNGIgtfMmHUzJt2EWTOjaRqappFMJ3FYHORyOZLpJPFUnJHpEWYzs0gpCblCBJwBJJKh2Ml96sIgpaDs1jXWhc1iYzIxucCOFZ4KpJDzJFGXS32wnl337lIzb8VFh3Lga5xUJsWzR5/lydee5NWulX99TquTmdmZ83rNGn+NoaOenqUv1reg5KNAUO2vLikks5LYzXZqAjUk00l6oj3LduabyjbRE+3BaXXitDjpinYBCwcjFt2C3WIn4o7M23tvLWvlyMARqvxVuG1uJLLocHWhY7PYyGQz5GQOgWBqdoqhySFSmRRhdxiP3YMudJKZJOPxcWLx2Lx4AJfVhcPqwKJbMOtmoypdiR2SrDQEaFKZFMlMkpnZGZLpZPFaJs1E0BXEZXVh0k0k08li7joYqw8RdwSPzYOu6UgpGZ0Znad331reytHBkzYp5H2fWkBnuVT5qnjs3sdUtLniokQ58HVE91g3T+19ih/s/8E57eOeCbfNzVTyzBG/Z0uNv4agK8je7r1F51AQc3m9//VFzl5ZXFYXVb4qZlIz9EZ7l1TuNOAIMDk7id/hx+/wMzQ5RMQdoW24jYAzQMgdIpky9OFz5PDZfQtWU0KuEEFXkMHYoJGulh9E+Ow+6oJ18wLxMtkMZpO5uNQukSRSCUamRkikE5h1M36Hv1hCVAgBErK5LFmZNc6RsljApFDhzKSZ0IWOrulomoaUsrhEPpWcIhaPFe1h0kyUecpwWp1oQkMTGtlctlgQZa4+/lzqAnXFAU7EbTjbxQq8LEaZp4yv3PsVKnwV53QdhWK9ohz4OiSVSfHLI7/kideeKEYkny9cVteiqVjnSmF5tXO0k+0129nXs2/J9cEvBF6blwpfBdlcluGp4TMOlqp91fRN9NEcbkZKia7rhhTqzOLV1go4zA5mUjNoQsNlc+G0OLGarTjMDnIyx8zsDOOJcaYSU1T6KvE6vIxOjRaddU7myOQyxWpcOZkjlzPOG50eLVkGdCnYzDbCrjAOiwNNaAhNkM0aA4FYIsbo1OiS/271gXpS2RQem4f20fbTyuQulZArxGP3PkZNoOacrqNQrGeUA1/ndI528uRrT/KjAz+ap1d+trit7kVzbs8XWyu3Mj4zXjKPfK0QcoWMgihAOptmbGasuDTstDip9FUaQWQTfdQF6+YtEy+VQs31xXBZXYTdYSy6hdnMLOlsGrvZjq7p2M12JhITdIx2YDPbCDgCuGwuNKGha/q8wLFCpkFxpiwBkf9dGjn3UkpyGAOD6HTUkIpdQipgASkluqYX09V0oXN48PByzHJa/A4/u+7ZRUO44bxcT6FYrygHvkFIZVL8/PDP+e6r310QcbwcXFYXbpvb+CIvqK/N0a4ufNEX3htSypNf/GK+AygemzOOKURMSymxmWykc2lSmdSCwK+1SpmnjEpvJfFUfF6kdQEpJU3hJk6MnljWdS8pv2RJtdRLEXaFCTgDpDIphqaGaIm0MJU09soLtcmT6SRm3QwY6Wq60EmkE2dtb4fZQcAVwG62k8vlyMgM2VwWp8XJbGbWWDGIjxuxDsJI8XJanOdlZcdj8/DI3Y+wqXzTOV9LoVjvKAe+wZBS8krnK+x6fpexNL1MvHbviu2vF5FQFzy5JwoQdAYJuUKnVRNbLUyaiSp/FVaTlaHJoUVtY9Et+By+Ze3vbqnYUgwIE4iiLCgCNLTiQEjk/zmtTmZSMyDzEqJznhNCkMll8Ng8xjF5Ts3v1zQNDY1MLkM8FSeRThT3znWhAycHbgKBSTcV97vnVlIr7sfn+1vc/hYnZ+EmYWI2uzDHv1A9rDBYLAzyit87cv6xdoudB299kC2VW5ZsW4ViI6OEXDYYQgiubriaHfU7eLXzVR574bFl7ZMvR8jlbGktX5gyNjYzxtjMGLrQaQobdcgnE5P4HD6iM9EVyQ8/HR6bhzJPGdlclp7xHrrGuhY/KU8qmzL2i+c6otNgNVmp9lcbBT1yS89Nbww1LjrLLyWJuxhzo8YXQ0qJSTcRdoVJZVPYzDasJmsxDS2ZTjI0OXReBmMCwfuufB+f/K1PGqtDCoViUZQDX8cIIdjRsIMdDTvY07WHXc/vYk/XntXuFuXe8jPKmGZllvYRo4pZY6iRkakRyjxlhFwhUtkUnaOdZ527fToEggpfBW6bm1g8xkBs4JziCQYnB0+7LF6QEbWZbYzHxxmeGjaEX5azv7yE159MJ430MZO5+L9ZM6PrejHqXAgxb7BR2BqRUpKTuZPR69kMmVyGdDZNJmv8n86myeayJNKJFV2x2VS2ic/c9hm2Vm1dsXsoFBsR5cA3CFfWXcmj9zzKa12v8dgLj/FK5yunPXYl96GtJivpTHreEuxiTCQmmEhMoGs6jaFGmsJN6JrOyNTIyepkZ9mXan81QggGY4PGfnae82GDwwOHaS1vpWusiypfFSbdxNDkEMNTwwuW102aCa/di8vmwmqyomnayfSvnBH1nc1lSWeNmAGzbsZutmO32LGbDT1zXdcRCBLpBBPxCSYTk0Z51lSaOOdHmKcU53swVcBhcfCJmz7BnTvuRNf0FbmHQrGRUQ58g/GmujfxcN3D7Ovex64XdpWWa13BFfTaQO2yiojMdaTZXLZ4brmnnJArhNfhRRc6PRM9S6p4Vsi5jqfi9I73Fmf6K4EQgoGJAbx276LL3VmZNYqJLHFA4nf6SaQTZ16evlDxgCvgv99+ydv503f8qRJnUSjOAeXANyhX1F7Bl+/6Mgd6D7Dr+V38+sSvi88JuTLf/M3hZo4NHVve7PY0zmFwcpDByUFsJht1oTq8Ni82t410Jj2vIpomNGr8NdjMNkamRhidHl3WPu9ycFqdVHgr5qmd9Y73nrNYSSnWUrT+clZTFqPSV8mnbv0U1zdff96uqVBcrCgHvsHZVr2Nhz70EAd6D/CVF77Cr9p/tSIzt4AjQM9Ez/IdzyKHJzNJjg4eRUqjDnTEEyGVTRGdiRb3c21m24pprOuablQmkzk6RztpG25bkfucynrKDlkKJs3Evdfdy0fe/BFsZttqd0eh2BAoB36RsK16G1/84Bc52HeQb+/+Nj85+JPzdm2BwGa2ndV+9VIj4oUQ9E300TfRBxgz75AzZFQNE8bSfddY13mZuUopqQnU4LA46In2rOgy/Gn7sEL7zqvBlXVX8qlbP6VEWRSK84xy4BcZW6u28rn3fI57rr2Hr770VX5x5BfnfM3W8tazFik5W3Iyx8j0CCPTI8U2r91LxBNBQytGfy/HoQecAcLuMMOTw/SO965Et5fOGvLfZ7uE7nf4+S+3/Bfedem71tSWgEKxUVAO/CLlkopL+ML7vsCJkRN87aWv8ZODPzmrL+oafw1HBo6sCZ3zyeTkvNQwl9VFmacMs24mmUkSi8eYiE8s6GvEHcFisuC0OM9KJnUlWFMO7ywGE+/Z/h4eeNsDeOye898fhUIBKAd+0dMYbuRv7vgbPnbjx/jGr77Bjw78iEwus/iJGGlAsWTs3Jz3CvqpmdTMguhws27G7/TjsXmYnp3GbXPTMdpBJpehtax15TqzTM5n4Ni5spzl/OZIM5++7dNsq962gj1SKBSgHLgiT02ghs/u/Cy//5bf55svf5On9z1NKnPmCldl7jI6xjrO6b4XQhVuLulcel6e9uDk4NzOrB3W0BL6UgLqbGYbH7/x43zw6g9i0tXXikJxIdBWuwOKtUW5t5wHb32QH/7RD7n3unuxm+0lj2staz1n573mWENOc00NJhbpy40tN/K9+7/HPdfdo5y3QnEBUZ82RUmCriB//PY/5sPXfZh/2/1v/Psr/16sNBVxR2gfvfCR2RcTaymN7HR9KfOU8eA7H+Sm1psucI8UCgUoB65YBK/Dy/1vvZ+7r72bx/c8zndf+S5IjDKSiouCUx24JjTuuuYu/uAtf4DD6lilXikUCuXAFUvCZXPxezf8Hh/c8UH2dO/hpbaXeLHtxXn64mfDhd4DPxNrKfd6Tc3A59hlW/U2/vJdf0lLWcsq9kihUIBy4IplYrPYuKH5Bm5ovoE/l39O52gnL7W/xIvHX2Rvz95llcwE1tRe71oaTKylrkgpcdvcPPC2B7jjijuMQiwKhWLVUQ5ccdYIIWgIN9AQbuDua+9mZnaG35z4DS+2vchLbS8tqb73Wp1prjZrqS+3Xnorf/z2PybgDKx2VxQKxRyUA1ecN5xWJ2/b/Dbetvlt5HI5jg0d46W2l3h639MMxAZKnrOmBEvWEKs9sKnyVbFz205u33Y7lb7KVe2LQqEojXLgihVB0zQuqbiESyou4f1XvZ+//sFf8/zx5xcct6aWrdcSq+C/nVYnt2y+hZ3bdnJ5zeVqcKVQrHGUA1esOB67h3+88x/5vy//Xx765UPzVMbW0lLxWuJCOU9NaFzTcA07t+3kptabVKUwhWIdoRy44oIghODe6+/lsurL+PRTn2ZkamTxky5iVlpKtSHUwLu3vZtbL72ViCeyovdSKBQrg3LgigvK9trtfOv3v8Vnn/4suzt2qyX007ASKxMem4dbL72Vndt2srlis1oiVyjWOcqBKy44AWeAhz74EI+98BgvHH9htbuzNjlP/lvXdG5ouoGd23by5pY3YzFZzs+FFQrFqqMcuGJV0DSNj9/0cW5ovoHdHbtpG26jbbiNrmjX8nPJzxcbaDu+tayVndt28s5L36nSvxSKDYpy4IpV5dKqS7m06tLi7+lMmq5oF+3D7bSPtBuOfaTtnBXflsJaCqg7m74EnAFuu+w2br/sdqWUplBcBCgHrlhTmE1mmiPNNEea57XHZ+OcGD1B23Ab7SMnnXt0Jnre7r2mHPgS88AtJgtv3fRWbt92O9c2Xouu6SvcM4VCsVZQDlyxLnBYHQtm6wDRmWhxtl6csQ+3kUgnln2P9RRQt616Gzu37eSWLbfgtrlXuzsKhWIVUA5csa4JOAMEGgLsaNhRbEtn0uzp2sNzx57juWPPMTw1vIo9PH/oms67t72be6+7l9pg7Wp3R6FQrDLKgSs2HGaTmWubruXapmt58NYHOTxwuOjM24bbTnveasuXzmVuHrhJM/E7V/wO911/HxW+ilXslUKhWEsoB67Y0Agh2FK5hS2VW/jEWz9B33hf0Znv7d674oIp54LFZOGOK+7gw9d/mDJP2Wp3R6FQrDGUA1dcVFT5q/jQNR/iQ9d8iFg8xkvtL/Hs0Wd5uf3l1e4aYEibVvuruXnzzbz/qvcTdodXu0sKhWKNItbSsuFiXHXVVfLVV19d7W4oNiCpTIr9Pfs5Pny8GAh3YvQEyXRyxe4ZcAaMiPuwEXXfUtZCY6gRq9m6YvdUKBTrCyHEHinlVaWeUzNwhQJjuXpHw455wXC5XI6B2MC86Pb2kXY6xzqXJTZjM9toDDUW0+MKDyWwolAozgXlwBWK06BpGlX+Kqr8Vdy46cZiezqTpjvaXXTshf8HYgNU+6tPOun8zLraX42maav4ShQKxUZEOXCFYpmYTWaaIk00RZp4x9Z3FNtzuZxy1AqF4oKhvm0UivOEct4KheJCor5xFAqFQqFYhygHrlAoFArFOmRRBy6E+KoQYlgI8cZpnvcLIZ4SQhwQQuwWQlx6yvO6EGKvEOJHc9q+I4TYl390CiH2nftLUSgUCoXi4mEpM/CvA7ee4flPA/uklNuAe4H/fcrz/xk4PLdBSvmfpJRXSCmvAJ4AnlxyjxUKhUKhUCzuwKWUzwNnqtm4Bfh5/tgjQL0QogxACFEN3A58pdSJQggB3An82/K6rVAoFArFxc352APfD/wugBDiaqAOqM4/98/Ag8DpBKffAgxJKY+fh34oFAqFQnHRcD4c+D8A/vw+9gPAXiAjhNgJDEsp95zh3A+yyOxbCPExIcSrQohXR0ZGzkN3FQqFQqFY/5yzkIuUchL4PSguiXfkHx8AflsIcRtgAzxCiH+VUt6dP9aEMXO/cpHr7wJ2gaGFfq79VSgUCoViI3DOM3AhhE8IYcn/+vvA81LKSSnlX0opq6WU9RjO/BcF553nZuCIlLL3XPugUCgUCsXFxqIzcCHEvwFvBUJCiF7gvwFmACnlI8Bm4JtCiCxwCPjoEu/9AVTwmkKhUCgUZ8WiDlxK+cFFnn8ZaFnkmGeBZ09pu2/R3ikUCoVCoSiJUmJTKBQKhWIdohy4QqFQKBTrEOXAFQqFQqFYhygHrlAoFArFOkQ5cIVCoVAo1iHKgSsUCoVCsQ5RDlyhUCgUinWIkHL9qJMKIUaArtXuxwoSAkZXuxNrEGWXhSiblEbZZSHKJqVZL3apk1KGSz2xrhz4RkcI8aqU8qrV7sdaQ9llIcompVF2WYiySWk2gl3UErpCoVAoFOsQ5cAVCoVCoViHKAe+tti12h1Yoyi7LETZpDTKLgtRNinNureL2gNXKBQKhWIdombgCoVCoVCsQ5QDPw8IIf6zEOINIcRBIcSfzGl/QAhxNN/+hXxbUAjxSyHEtBDioVOuc6UQ4nUhRJsQ4otCCJFvtwohvpNv/40Qon7OOR8WQhzPPz58YV7x0limXW4RQuzJv/49Qoi3zTn+YrbL1UKIffnHfiHEe+Ycv2HsshybzHmuNv85+rM5bRvGJrDs90q9ECIx5/3yyJzjL1q75Nu3CSFezre/LoSw5dvXt12klOpxDg/gUuANwIFRX/1nGPXRfyv/szV/XCT/vxN4M3A/8NAp19oNXAcI4BngXfn2TwKP5H/+APCd/M8B4ET+f3/+Z/9q2+Qs7bIdqJxzbp+yi6RwXP7nCmB4zu8bwi7Ltcmc854AHgf+TL1XJEA98MZprnUx28UEHAAuz/8eBPSNYBc1Az93NgO/llLGpZQZ4DngPcAngH+QUs4CSCmH8//PSClfBJJzLyKEqAA8UsqXpfFO+SZwR/7p3wG+kf/5e8Db8yPFdwI/lVJGpZTjwE+BW1fwtS6H5dplr5SyP3/uQcCWHwVf7HYpHAdgAyRsuPfLsmwCIIS4A+PL8+Ccto1kEzgLu5RC2YV3AAeklPvz7WNSyuxGsIty4OfOG8CNwlgadwC3ATXAJuAt+eWX54QQOxa5ThXQO+f33nxb4bkegPwbNoYxiiy2lzhntTkXu7wX2Jv/IF70dhFCXCOEOAi8Dtyff60byS7LsokQwgn8BfDfT7nORrIJnN1nqEEIsTff/pZ828Vul02AFEL8RAjxmhDiwXz7ureLabVuvFGQUh4WQnweYyQ2DewHMhi29QPXAjuA7wohGvMjvVKIUpdf5LkznbOqnK1dhBBbgc9jjJpB2UVKKX8DbBVCbAa+IYR4hg1kl+XaBMNx/5OUcjq/ZVlgw9gEzsouA0CtlHJMCHEl8HT+83Sx28WEsW25A4gDPxdC7AEmS10+//+6sIuagZ8HpJT/IqV8k5TyRiAKHMcYmT2Z/wLeDeQwtHdPRy9QPef3aqB/znM1AEIIE+DN36fYXuKcVWe5dhFCVANPAfdKKdvzl7no7TLnvMPADMYe4IayyzJtcg3wBSFEJ/AnwKeFEH/EBrMJLM8uUspZKeVY/rw9QDvG7POitku+/Tkp5aiUMg78GHgTG8Eucg0EJaz3ByeDJWqBIxijwPuB/5Fv34Sx7CLmnHMfC4PYXsEYPRYCKm7Lt/8h8wMqvpv/OQB05O/nz/8cWG17nI1dAB/GSPq9Ja5zMdulgZNBa3UYXxahjWaXs/kM5dv/mvlBbBvGJmfxXglzMjirEegrvJaL3C5+4DXmB73dvhHssup/iI3wAF4ADmE4oLfn2yzAv2Ls17wGvG3O8Z0Yo7lpjBHdlnz7Vfnj24GHCl9WGMFLjwNtGFGTjXOu9ZF8exvwe6tti7O1C/BZjNnlvjmPwof0YrbLPRiBWvvy7XfMuc6GsctyP0Nzzvtr5jvwDWOTs3ivvDf/Xtmfb3+3skvx+LvztnkD+MJGsYtSYlMoFAqFYh2i9sAVCoVCoViHKAeuUCgUCsU6RDlwhUKhUCjWIcqBKxQKhUKxDlEOXKFQKBSKdYhy4AqFQqFQrEOUA1coFAqFYh2iHLhCoVAoFOuQ/w/92/mnNOrFJgAAAABJRU5ErkJggg==\n",
      "text/plain": [
       "<Figure size 576x576 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "k_list = []\n",
    "cover=[]\n",
    "# Number of sites to select\n",
    "K = 7\n",
    "\n",
    "# Service radius of each site\n",
    "radius = 500\n",
    "\n",
    "# Run mclp opt_sites is the location of optimal sites and f is the points covered\n",
    "opt_sites,f = mclp(points,K,radius,M)\n",
    "\n",
    "# Plot the result\n",
    "plot_result(points,opt_sites,radius)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 30,
   "id": "fe47c55a",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>정류장_ID</th>\n",
       "      <th>정류장_명칭</th>\n",
       "      <th>ADM_DR_NM</th>\n",
       "      <th>x</th>\n",
       "      <th>y</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>15</th>\n",
       "      <td>104000097</td>\n",
       "      <td>자양미소약국.자양골목시장</td>\n",
       "      <td>자양2동</td>\n",
       "      <td>962615.823633</td>\n",
       "      <td>1.948238e+06</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>75</th>\n",
       "      <td>104000279</td>\n",
       "      <td>테크노마트앞.강변역</td>\n",
       "      <td>구의3동</td>\n",
       "      <td>964148.337232</td>\n",
       "      <td>1.948672e+06</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>108</th>\n",
       "      <td>101000252</td>\n",
       "      <td>신성시장앞</td>\n",
       "      <td>중곡2동</td>\n",
       "      <td>963582.931734</td>\n",
       "      <td>1.951076e+06</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>183</th>\n",
       "      <td>104000095</td>\n",
       "      <td>자양동잠실대교북단</td>\n",
       "      <td>자양1동</td>\n",
       "      <td>963317.022680</td>\n",
       "      <td>1.948263e+06</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>199</th>\n",
       "      <td>104000052</td>\n",
       "      <td>광진경찰서</td>\n",
       "      <td>구의1동</td>\n",
       "      <td>963222.459009</td>\n",
       "      <td>1.949216e+06</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>209</th>\n",
       "      <td>104000006</td>\n",
       "      <td>어린이대공원후문아차산역</td>\n",
       "      <td>구의2동</td>\n",
       "      <td>963797.913379</td>\n",
       "      <td>1.950286e+06</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>250</th>\n",
       "      <td>104000001</td>\n",
       "      <td>군자교입구</td>\n",
       "      <td>중곡1동</td>\n",
       "      <td>962520.632170</td>\n",
       "      <td>1.951128e+06</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "        정류장_ID         정류장_명칭 ADM_DR_NM              x             y\n",
       "15   104000097  자양미소약국.자양골목시장      자양2동  962615.823633  1.948238e+06\n",
       "75   104000279     테크노마트앞.강변역      구의3동  964148.337232  1.948672e+06\n",
       "108  101000252          신성시장앞      중곡2동  963582.931734  1.951076e+06\n",
       "183  104000095      자양동잠실대교북단      자양1동  963317.022680  1.948263e+06\n",
       "199  104000052          광진경찰서      구의1동  963222.459009  1.949216e+06\n",
       "209  104000006   어린이대공원후문아차산역      구의2동  963797.913379  1.950286e+06\n",
       "250  104000001          군자교입구      중곡1동  962520.632170  1.951128e+06"
      ]
     },
     "execution_count": 30,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "bs_top50[bs_top50['x'].isin(opt_sites[:,0])]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 31,
   "id": "8b873225",
   "metadata": {
    "scrolled": true
   },
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
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       "\n",
       "    .dataframe tbody tr th {\n",
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       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>정류장_ID</th>\n",
       "      <th>정류장_명칭</th>\n",
       "      <th>ADM_DR_NM</th>\n",
       "      <th>x</th>\n",
       "      <th>y</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>8</th>\n",
       "      <td>104900019</td>\n",
       "      <td>구의역4번출구</td>\n",
       "      <td>자양2동</td>\n",
       "      <td>963321.573272</td>\n",
       "      <td>1.948674e+06</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>12</th>\n",
       "      <td>104000101</td>\n",
       "      <td>자양동잠실대교북단</td>\n",
       "      <td>자양2동</td>\n",
       "      <td>963408.942384</td>\n",
       "      <td>1.948170e+06</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>13</th>\n",
       "      <td>104000100</td>\n",
       "      <td>자양아파트앞</td>\n",
       "      <td>자양2동</td>\n",
       "      <td>963304.790763</td>\n",
       "      <td>1.948155e+06</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>14</th>\n",
       "      <td>104000098</td>\n",
       "      <td>국민은행자양지점앞</td>\n",
       "      <td>자양2동</td>\n",
       "      <td>962956.991529</td>\n",
       "      <td>1.948107e+06</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>15</th>\n",
       "      <td>104000097</td>\n",
       "      <td>자양미소약국.자양골목시장</td>\n",
       "      <td>자양2동</td>\n",
       "      <td>962615.823633</td>\n",
       "      <td>1.948238e+06</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>72</th>\n",
       "      <td>104900129</td>\n",
       "      <td>강변역.테크노마트앞</td>\n",
       "      <td>구의3동</td>\n",
       "      <td>964184.105229</td>\n",
       "      <td>1.948628e+06</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>75</th>\n",
       "      <td>104000279</td>\n",
       "      <td>테크노마트앞.강변역</td>\n",
       "      <td>구의3동</td>\n",
       "      <td>964148.337232</td>\n",
       "      <td>1.948672e+06</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>85</th>\n",
       "      <td>104900097</td>\n",
       "      <td>강변역A</td>\n",
       "      <td>구의3동</td>\n",
       "      <td>964098.306292</td>\n",
       "      <td>1.948585e+06</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>102</th>\n",
       "      <td>104000003</td>\n",
       "      <td>군자역.용마초등학교</td>\n",
       "      <td>중곡2동</td>\n",
       "      <td>963122.300367</td>\n",
       "      <td>1.950832e+06</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>108</th>\n",
       "      <td>101000252</td>\n",
       "      <td>신성시장앞</td>\n",
       "      <td>중곡2동</td>\n",
       "      <td>963582.931734</td>\n",
       "      <td>1.951076e+06</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>113</th>\n",
       "      <td>104000005</td>\n",
       "      <td>중곡동입구삼거리</td>\n",
       "      <td>중곡2동</td>\n",
       "      <td>963481.705959</td>\n",
       "      <td>1.950653e+06</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>183</th>\n",
       "      <td>104000095</td>\n",
       "      <td>자양동잠실대교북단</td>\n",
       "      <td>자양1동</td>\n",
       "      <td>963317.022680</td>\n",
       "      <td>1.948263e+06</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>185</th>\n",
       "      <td>104000092</td>\n",
       "      <td>국민은행자양지점앞</td>\n",
       "      <td>자양1동</td>\n",
       "      <td>963016.562532</td>\n",
       "      <td>1.948111e+06</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>191</th>\n",
       "      <td>104000082</td>\n",
       "      <td>광진구청</td>\n",
       "      <td>자양1동</td>\n",
       "      <td>963173.698108</td>\n",
       "      <td>1.948878e+06</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>199</th>\n",
       "      <td>104000052</td>\n",
       "      <td>광진경찰서</td>\n",
       "      <td>구의1동</td>\n",
       "      <td>963222.459009</td>\n",
       "      <td>1.949216e+06</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>200</th>\n",
       "      <td>104900014</td>\n",
       "      <td>구의역1번출구</td>\n",
       "      <td>구의1동</td>\n",
       "      <td>963352.050184</td>\n",
       "      <td>1.948713e+06</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>204</th>\n",
       "      <td>104000055</td>\n",
       "      <td>광진구청</td>\n",
       "      <td>구의1동</td>\n",
       "      <td>963206.277191</td>\n",
       "      <td>1.948933e+06</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>209</th>\n",
       "      <td>104000006</td>\n",
       "      <td>어린이대공원후문아차산역</td>\n",
       "      <td>구의2동</td>\n",
       "      <td>963797.913379</td>\n",
       "      <td>1.950286e+06</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>250</th>\n",
       "      <td>104000001</td>\n",
       "      <td>군자교입구</td>\n",
       "      <td>중곡1동</td>\n",
       "      <td>962520.632170</td>\n",
       "      <td>1.951128e+06</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>256</th>\n",
       "      <td>104000111</td>\n",
       "      <td>광진문화예술회관</td>\n",
       "      <td>자양3동</td>\n",
       "      <td>962026.661606</td>\n",
       "      <td>1.948892e+06</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>266</th>\n",
       "      <td>104000112</td>\n",
       "      <td>건국대학교앞</td>\n",
       "      <td>자양3동</td>\n",
       "      <td>962442.354595</td>\n",
       "      <td>1.948877e+06</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>281</th>\n",
       "      <td>104000139</td>\n",
       "      <td>건대입구역사거리.건대병원</td>\n",
       "      <td>화양동</td>\n",
       "      <td>962124.621772</td>\n",
       "      <td>1.949159e+06</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>283</th>\n",
       "      <td>104000136</td>\n",
       "      <td>건대입구역사거리.건대병원</td>\n",
       "      <td>화양동</td>\n",
       "      <td>962093.168338</td>\n",
       "      <td>1.949159e+06</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>291</th>\n",
       "      <td>104000007</td>\n",
       "      <td>어린이대공원후문아차산역</td>\n",
       "      <td>능동</td>\n",
       "      <td>963718.651809</td>\n",
       "      <td>1.950422e+06</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>299</th>\n",
       "      <td>104000004</td>\n",
       "      <td>군자역.용마초등학교</td>\n",
       "      <td>능동</td>\n",
       "      <td>963042.251273</td>\n",
       "      <td>1.950846e+06</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>302</th>\n",
       "      <td>104000160</td>\n",
       "      <td>능동사거리.군자역</td>\n",
       "      <td>군자동</td>\n",
       "      <td>962799.761758</td>\n",
       "      <td>1.950858e+06</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>308</th>\n",
       "      <td>104000157</td>\n",
       "      <td>광진광장</td>\n",
       "      <td>군자동</td>\n",
       "      <td>962136.837031</td>\n",
       "      <td>1.949940e+06</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>320</th>\n",
       "      <td>104000002</td>\n",
       "      <td>군자교입구</td>\n",
       "      <td>군자동</td>\n",
       "      <td>962454.770988</td>\n",
       "      <td>1.951134e+06</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>333</th>\n",
       "      <td>104000127</td>\n",
       "      <td>영동대교북단</td>\n",
       "      <td>자양4동</td>\n",
       "      <td>961229.901959</td>\n",
       "      <td>1.948674e+06</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>334</th>\n",
       "      <td>104000125</td>\n",
       "      <td>건대로데오거리입구</td>\n",
       "      <td>자양4동</td>\n",
       "      <td>962005.373337</td>\n",
       "      <td>1.948931e+06</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "        정류장_ID         정류장_명칭 ADM_DR_NM              x             y\n",
       "8    104900019        구의역4번출구      자양2동  963321.573272  1.948674e+06\n",
       "12   104000101      자양동잠실대교북단      자양2동  963408.942384  1.948170e+06\n",
       "13   104000100         자양아파트앞      자양2동  963304.790763  1.948155e+06\n",
       "14   104000098      국민은행자양지점앞      자양2동  962956.991529  1.948107e+06\n",
       "15   104000097  자양미소약국.자양골목시장      자양2동  962615.823633  1.948238e+06\n",
       "72   104900129     강변역.테크노마트앞      구의3동  964184.105229  1.948628e+06\n",
       "75   104000279     테크노마트앞.강변역      구의3동  964148.337232  1.948672e+06\n",
       "85   104900097           강변역A      구의3동  964098.306292  1.948585e+06\n",
       "102  104000003     군자역.용마초등학교      중곡2동  963122.300367  1.950832e+06\n",
       "108  101000252          신성시장앞      중곡2동  963582.931734  1.951076e+06\n",
       "113  104000005       중곡동입구삼거리      중곡2동  963481.705959  1.950653e+06\n",
       "183  104000095      자양동잠실대교북단      자양1동  963317.022680  1.948263e+06\n",
       "185  104000092      국민은행자양지점앞      자양1동  963016.562532  1.948111e+06\n",
       "191  104000082           광진구청      자양1동  963173.698108  1.948878e+06\n",
       "199  104000052          광진경찰서      구의1동  963222.459009  1.949216e+06\n",
       "200  104900014        구의역1번출구      구의1동  963352.050184  1.948713e+06\n",
       "204  104000055           광진구청      구의1동  963206.277191  1.948933e+06\n",
       "209  104000006   어린이대공원후문아차산역      구의2동  963797.913379  1.950286e+06\n",
       "250  104000001          군자교입구      중곡1동  962520.632170  1.951128e+06\n",
       "256  104000111       광진문화예술회관      자양3동  962026.661606  1.948892e+06\n",
       "266  104000112         건국대학교앞      자양3동  962442.354595  1.948877e+06\n",
       "281  104000139  건대입구역사거리.건대병원       화양동  962124.621772  1.949159e+06\n",
       "283  104000136  건대입구역사거리.건대병원       화양동  962093.168338  1.949159e+06\n",
       "291  104000007   어린이대공원후문아차산역        능동  963718.651809  1.950422e+06\n",
       "299  104000004     군자역.용마초등학교        능동  963042.251273  1.950846e+06\n",
       "302  104000160      능동사거리.군자역       군자동  962799.761758  1.950858e+06\n",
       "308  104000157           광진광장       군자동  962136.837031  1.949940e+06\n",
       "320  104000002          군자교입구       군자동  962454.770988  1.951134e+06\n",
       "333  104000127         영동대교북단      자양4동  961229.901959  1.948674e+06\n",
       "334  104000125      건대로데오거리입구      자양4동  962005.373337  1.948931e+06"
      ]
     },
     "execution_count": 31,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "bs_top50.rename({'정류장ID': '표준버스정류장ID'})\n",
    "bs_top50\n",
    "# result = pd.merge(bs_top50, bs_table.loc[:,['표준버스정류장ID', '시간합']])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 32,
   "id": "4bc26887",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "----- Configurations -----\n",
      "  Number of points 68\n",
      "  K 4\n",
      "  Radius 500\n",
      "----- Output -----\n",
      "  Running time : 0.006981611251831055 seconds\n",
      "  Optimal coverage points: 27\n",
      "----- Configurations -----\n",
      "  Number of points 68\n",
      "  K 5\n",
      "  Radius 500\n",
      "----- Output -----\n",
      "  Running time : 0.00897669792175293 seconds\n",
      "  Optimal coverage points: 31\n",
      "----- Configurations -----\n",
      "  Number of points 68\n",
      "  K 6\n",
      "  Radius 500\n",
      "----- Output -----\n",
      "  Running time : 0.007978439331054688 seconds\n",
      "  Optimal coverage points: 35\n",
      "----- Configurations -----\n",
      "  Number of points 68\n",
      "  K 7\n",
      "  Radius 500\n",
      "----- Output -----\n",
      "  Running time : 0.008977174758911133 seconds\n",
      "  Optimal coverage points: 39\n",
      "----- Configurations -----\n",
      "  Number of points 68\n",
      "  K 8\n",
      "  Radius 500\n",
      "----- Output -----\n",
      "  Running time : 0.013966560363769531 seconds\n",
      "  Optimal coverage points: 42\n",
      "----- Configurations -----\n",
      "  Number of points 68\n",
      "  K 9\n",
      "  Radius 500\n",
      "----- Output -----\n",
      "  Running time : 0.007979631423950195 seconds\n",
      "  Optimal coverage points: 44\n",
      "----- Configurations -----\n",
      "  Number of points 68\n",
      "  K 10\n",
      "  Radius 500\n",
      "----- Output -----\n",
      "  Running time : 0.004986286163330078 seconds\n",
      "  Optimal coverage points: 46\n"
     ]
    }
   ],
   "source": [
    "k_list = []\n",
    "cover = []\n",
    "for i in range(7):\n",
    "    # Number of sites to select\n",
    "    K = 4+i\n",
    "    k_list.append(K)\n",
    "    # Service radius of each site\n",
    "    radius = 500\n",
    "\n",
    "    # Run mclp opt_sites is the location of optimal sites and f is the points covered\n",
    "    opt_sites,f = mclp(points,K,radius,M)\n",
    "    \n",
    "    \n",
    "\n",
    "    "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 33,
   "id": "a8b82325",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "[4, 5, 6, 7, 8, 9, 10]"
      ]
     },
     "execution_count": 33,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "k_list"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 34,
   "id": "880bfda0",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "[27.0, 31.0, 35.0, 39.0, 42.0, 44.0, 46.0]"
      ]
     },
     "execution_count": 34,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "cover"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 35,
   "id": "193cebab",
   "metadata": {},
   "outputs": [],
   "source": [
    "k_cover = pd.DataFrame({'k': k_list, 'cover' : cover})"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 36,
   "id": "b71489bd",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "Text(0, 0.5, 'covering')"
      ]
     },
     "execution_count": 36,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.plot(k_list, cover, c = 'black')\n",
    "plt.xlabel('K')\n",
    "plt.ylabel('covering')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "2bd1c528",
   "metadata": {},
   "outputs": [],
   "source": []
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "b8825c4f",
   "metadata": {},
   "outputs": [],
   "source": []
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "785b123d",
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3 (ipykernel)",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.9.2"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 5
}
